Cognifront Engineering Mathematics Teaching Tool Software

Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD

Cognifront Engineering Mathematics Classroom Assistant 2014 ROBO Product Contents

Theory Animation

Theoretical and difficult concepts of engineering subjects require a good visualization. This section includes all important concepts in subject and and provides audio-visual modules for those concepts. These modules can be played\paused. You can seek them backward and forward. You also have volume control for these audio-visual modules. The modules can also be embedded in the power point slides that teachers may prepare or the ones that are packaged with the product. The audio-visual modules provide a great source of revision for the students as well.
Differential Equations Part 1
This module talks about Historical Background of Differential Equation, what is Differential Equation and Classification of Differential Equation.
Differential Equations Part 2
Here you will learn about different types of Ordinary Differential Equation that are Single Order Differential Equation and Higher Order Differential Equation. This module also defines order of Differential Equation and degree of Differential Equation.
Differential Equations Part 3
Here you will learn about Practical Approach to Differential Equation, Formation of Differential Equation and Elimination of Arbitrary constants.
Equations Of Sphere
Learn about Sphere and its equations in different coordinate systems. Here you will also learn about Software application of equations of Sphere.
L'hospital's Rule
The objective of this module is to explain the History of L\'Hospital\'s Rule, Need of L\'Hospital\'s Rule and solve examples on L\'Hospital\'s Rule.
Introduction to Partial Differentiation
Objectives of this session are to identify need for partial differentiation, define partial differential equations and solve an example of partial differential equation.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Fourier Series
This module explains the Fourier series and its real life applications.
Complex Number Introduction
This module gives brief introduction about real numbers, imaginary numbers, complex numbers and use of complex numbers in day-to-day life.
Algebra Of Complex Number
A complex number is a number that can be expressed in the form a+bi, where a and b are real numbers and i is the imaginary unit. This module explains various operations of complex number, Argands diagram, complex conjugate and modules of complex number.
Logarithms Of Complex Numbers
This module explains general and prinicple value of Logarithm and seperation of Real and Imaginary part of complex numbers briefly.
Polar And Exponential Form Of Complex Number
This modules explains polar and exponential form of complex numbers and also explains example of these forms of complex number.
Power Of Complex Number
In this module De-Moivre\'s theorem is explained briefly. This module also explains applications of De-Moivre\'s theorem to solve algebraic equations.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Applications Of Differentiations
In this module application of derivatives is explained with the help of 2 real life examples. Anything that relates two values at different time most likely uses a derivative process.
Composite Functions And Higher Order Derivatives
Function composition is the pointwise application of one function to another function to produce a third function. This module explains Composite functions and partial differentiation of second and third order derivative.
Function With Single Variable
This module gives youe brief introduction to function with single variable. Examples of function with Single Variable is also explained in this module.
Function With Multiple Variable
This module give brief introduction of function with multiple variable and partial differentiation. This module also explains example of function with multiple variable and partial differentiation.
Rules Of Partial Differentiation Part 1
In this module rules of partial differentiation, Derivative of Sum, Product and Quotient and the derivative of constant values are explained briefly.
Rules Of Partial Differentiation Part 2
This module covers Rules of Partial Differentiation in brief. This module also explains use of Rules of Partial Differentiation in real life.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Hyperbolic Functions
Hyperbolic functions are analogs of ordinary trignometric or circular functions .This module explains real life use of Hyperbolic cos, tan functions. This module gives brief introduction of hyperbolic functions. In this module relation between Circular and Hyperbolic function is also explained.
Leibnitz's Theorem
This module explains Leibnitz\'s theorem, need of Leibnitz\'s theorem, methods to solve example using Leibnitz\'s theorem. This module also covers example solved by using Leibnitz\'s theorem.
Maclaurin's Series Introduction
In this module Maclaurin\'s theorem is explained in brief. This module also explains Applications of Maclaurin\'s Theorem and the examples based on Maclaurin\'s theorem.
Successive Differentiation And Notation
This module covers definition and notation of partial differentiation, differential coefficients of standard functions and the applications of successive differentiation in brief.
Illustration On Successive Differentiation Part 1
This module explains methods for solving successive differentiation in brief. Methods such as Higher Derivative, Trigonometric Transformation and Standard results, Partial fractions and Demovier\'s theorem. This module explains Higher Derivative, Trigonometric Transformation and Standard results methods for solving successive differentiation.
Illustration On Successive Differentiation Part 2
This module explains Partial fractions and Demovier\'s theorem methods for solving successive differentiation
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Expansion Of Standard Functions
This module covers expansion of standard functions and the methods of expansion of functions such as Substitution, Differentiation and Integration, and Leibnitz\'s theorem.
Illustration On Expansion Of Functions Part 1
This module covers use of standard function and one of the expansion method as differentiation and intergation in brief.
Conditions For Consistency Of Homogeneous Equations
This module explains what are the conditions of consistency of homogeneous equations and examples related to it. Conditions of solution of system such as unique solution and infinite solution is explained with the help of example.
Expansion Of Determinants And Cramers Rule
This module gives brief introduction about expansion of determinants, varification of eigen value and cramers rule. In this module solving of given system using cramers rule is also is explained with the help of example.
Functional Dependence Errors And Approximation
In this module study of function dependence of functions, errors and approximation, example of errors and approximation and applications of approximation is explained in brief.
Illustration On Expansion Of Functions Part 2
This module covers expansion of standard functions by Substitution, use of complex numbers and use of Leibnitz\'s theorem in details.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Jacobian Definition And Notation Part 1
This module exmplains Jacobian in real world and definations and notations of Jacobian in details
Matrices
This module covers definition and notation of matrices, applications of matrices and types of matrices in brief. Types of matrices such as row, column, symmetric, skew symmetric, scalar, unit, upper triangular, lower triangular and diagonal matrix is explained in this module.
Matrices Operations
In this module study of reallife example of matrices, determinant of matrices, minor and cofactor of matrix and adjoint and inverse of matix is explain in brief.
Maxima And Minima
This module gives brief introduction about maxima and minima. This also explains maxima and minima of function of several variables, applications of maxima and minima and mathematical optimization concept.
Methods Of Expansion Of Functions
In this module methods of expansion of functions is explained with the help of examples in brief.
Partial Derivatives Of Implicit Functions
This module explains partial derivative of Implicit function and example of partial derivative in details.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Rank Of The Matrix
This module explains finding of rank of matrix using matrix reduction methods such as reduction of matrix to Echelon Form and to normal form.
System Of Linear Algebraic Equations
This module explains equation in matrix form, augmented matrix, conditions of consistency of non-homogeneous equations in details
Taylor Series
This module explains Taylor theorem in brief with the help of example.
Cauchys Condensation Gausss Test
This module explains Cauchys Condensation Test and Gauss Test in details with the help of example.
Comparison Raabes And Dalemberts Ratio Test
In this module Comparison Test, Raabes Test and DAlemberts ratio tests are explained in brief. Example for each test is also explain in this module.
Convergent And Divergent Series In Real Life
This module explains Convergent and divergent series in brief with the help of real life examples.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Eigen Values And Applications
This module covers definition, applications and methods of finding eigen values in details. This module explains applications of eigen value such as Google Page Rank, Quantum mechanics etc.
Illustration On Partial Differentiation
This module explains differentiation on variable to be treated as constant, homogeneous functions and Euler\'s theorem in brief.
Infinite Series Introduction
In this module sequences, series, Convergent and Divergent Series and Applications of Infinite Series is explained in details. This module also covers monotonic increasing sequence, monotonic decreasing sequence, alternating sequence, oscillatory series.
Linearly Dependant And Independant Vectors
This module explains Linear dependence of vector, Linear independence of vector, linear transformation, orthogonal matrix with the help of examples in brief.
Logarithmic De-Morgan's And Cauchy's Integral Test And Alternating Series
This module covers Logarithmic test, De-Morgan\'s Test, Cauchy\'s integral test, alternating series, absolute and conditional convergence in details.
Test For Convergence And Divergence
This module covers Cauchy\'s nth root test, P series, convergence of geometric series. This module also covers cases for determining the convergence or divergence of geometric series.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Coordinate Systems
This module covers the cartesian,polar and cylindrical coordinate systems along with their applications.
Division Of The Join And Direction Cosines
This module describes division of the join of two given points,direction cosines and direction ratios.
Curve Tracing
This module describes the basic definitions of curves and classification of curves according to equations.
Tracing Of Cartesian Curves
This module describes the rules for tracing the cartesian curve
Applications Of DE To Orthogonal Trajectories
This module contains basics of orthogonal trajectories and detail working rule of application of differential equation in orthogonal trajectories.
Newton\'s Law Of Cooling 1
This module contains definition and applications of newton\'s law of cooling,which is an application of differential equations.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
One Dimensional Conduction Of Heat
This module contains theory of heat conduction, Fourier\'s law of heat conduction illustrated with an example
Rate Of Decay Of Radioactive Materials
This module illustrates the role of differential equation in rate of decay of radioactive materials
Chemical Problems
This module explains role of differential equation in chemical reactions.
Kirchoff's Law Of Electrical Circuits
This module explains application of differential equations in LR,RC and LC circuits.
Rectilinear Motion 01
This module contains formulae for Velocity and Acceleration Meaning and Definition of rectilinear motion,newton\'s second law of motion and concept of net forces.
Equations Of Cone
This moduel is based on Cone,Calculation of Equations of a Cone,Discussion on Applications of Equations of Cone.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Centre Of Gravity
This module explains the concept of centre of gravity along with its application and another related concepts.
Simple Harmonic Motion
This module explains the role of differential equation in simple harmonic motion.
Differentiation Under Integral Sign
This module illustrates the important concept in integral calculus,i.e. differentiation under integral sign along with its two rules.
Beta And Gamma Function
This module contains a theory of beta and gamma functions along with its properties.Application of these function are also described in this module.
Limits Of Integration
This module contains a theory of limits of integration as weel as there is brief description on methods of finding limits of integration
Double Integrals
This module contains the calculus of double integrals,difference between single and double integrals and properties of double integrals.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Solid Geometry The Sphere
This module contains basics of sphere, their equation, and finding equations of sphere in different cases.
Triple Integration
This module contains theory of extension of double integral over 3 dimansional plane i.e. triple integration as well as standard limits.
Application Of Multiple Intgrals To Represent Area Volume
This module contains the application of multiple integrals to represent an area and volume.
Exact Differential Equation
This module explains the theory of exact differential equation.
Formation Of Differential Equation
This module explains the formation and definition of differential equations,along with the applications of differential equations.
Solid Geometry Cone
This module contains basics of cone , their equation, right circular cone and finding equations of cone in different cases.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Solid Geometry Cylinder
This module contains basics of cylinder, their equation, right circular cylinder and finding equations of cylinder in different cases.
Variable Separable Form
This module contains a brief description on variable separable form,its examples and equations reducible to variable separable form.
Area Enclosed By Plane Curves Expressed In Polar
This module contains a theory of area enclosed by plane curves expressed in polar form as well as example based on it.
Homogeneous And Non Homogeneous Differential Equation
This module contains a theory of homogeneous and non homogeneous differential equation,an example based on it along with its different cases.
Moment Of Inertia 1
This module contains a theory of moment and torque,meaning and definition of moment of inertia and radius of gyration.
Moment Of Inertia 2
This module contains a theory on moment of inertia,moment of inertia for some standard shapes as well as solved example.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Solid Geometry Plane And Straight Line
This module contains a theory of angle between two lines,projection,plane and straight line.
Fourier Series Of Periodic Function Having Arbitrary Period
This module contains a theroy of function having arbitrary period,even and odd function,half range expansion.
Tracing Of Cartesian Curves 2
This module explains the rules for tracing the cartesian curves.
Reduction Formulae
This module contains an Introduction to reduction formulae,Definition and Reduction formula for sinusoidal functions

Animated Solved Examples

This section contains animated solved examples with audio-visual content. You can play these modules to show how any given problem is solved step-by-step. The concepts become very clear. You can use these Audio\Visual modules to understand how to solve given problem. The audio-visual modules can be played\paused, seek backward\forward. These modules are very useful for clear understanding of problem solving process. Using this examples teacher can easily explain the solution to the problem. Here the solution is explained with the help of visuals and animations that provides a deep understanding to the students. The teacher can use these animated solved solutions for teaching; also can provide these problems to the students for practice.
Newton's Law Of Cooling
This module illustrates an example based on Newton\'s law of cooling.
Fouriers Law Of Heat Conduction
This module illustrates an example based on Fourier\'s law of heat conduction.
Curve Tracing
This module illustrates the animated solved example based on curve tracing.
Differentiation Under The Integral Sign
This module illustrates solved example of differentiation under the integral calculus.
Reduction Formulae
This module contains an animated solved example on reduction formulae.
Differential Equations Reducible To Exact Form
This module is animated solved example based on differential equation reducible to the exact form.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Gamma Function
This module is an animated solved example which covers gamma function,use of transformation rule is described in this module.
Homogeneous Differential Equation
This module contains an animated solved example based on homogeneous differential equation.
Linear Differential Equation
This module contains an animated solved example based on linear differential equation.
Multiple Integrals
This module contains an animated solved example based on multiple integrals.
The Cone
This module contains an animated solved example on cone.
The Cylinder
This module contains an animated solved example on cylinder.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
The Sphere 1
This module contains an animated solved example on sphere.
The Sphere 2
This module contains an animated solved example on cylinder.
Application Of Double Integrals To Find Area And Volume
This module explains application of double inetgrals to find area and volume with the help of animated solved example.
Area Volume And Root Mean Square
This module explains application of double inetgrals to find area and volume with the help of animated solved example.
Volume Of Solids 1
This module explains an example based on volume of solids with the help of animated solution.
Double Integrals
This module is an animated solved example which covers Double Integrals.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Volume Of Solids 2
This module is an animated solved example based on Volume Of Solids.
Triple Integration
This module is an animated solved example based on Triple Integration.

Step by Step Solved Examples

This segment features solution to problem without missing any step to solve it. These set of examples covers almost all the important topics from exam point of view. The teacher can use these step by step solutions for teaching the solved problems by navigating through the module. Almost all steps have been explained and solved using the appropriate formula required. The teacher can provide these problems to the students for practice or home assignments.
Complex Numbers Example 1
This module consists of an example based on basic definition of a complex numbers.
Complex Numbers Example 2
This module consists of an example based on a complex numbers, we are asked to prove a certain relation here.
Complex Numbers Example 3
This module consists of an example based on a complex numbers which illustrates the argand diagram with the help of an example.
Complex Numbers Example 4
This module consists of an example based on a complex numbers, with the help of a argand diagram we find the complex numbers which represents vertices.
Complex Numbers Example 5
This is an solved example based on Complex Number. This module explains illustration on Demoiver\'s Theorem.
Complex Numbers Example 6
This is an solved example based on Complex Number. This module explains illustration on Demoiver\'s Theorem.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Complex Numbers Example 7
This is an solved example based on Complex Number. This module explains illustration on Demoiver\'s Theorem.
Complex Numbers Example 8
This is solved example based on complex number, which illustrates roots of equation consist of complex number.
Matrices Example 1
This is solved example explaining rank of matrix by matrix reduction to normal form. Here a matrix is given to find its rank by using reducing it to the normal form.
Matrices Example 2
This solved example is based on finding non singular matrices P and Q such that PAQ is in normal form. In this example matrix A is given.
Matrices Example 3
This solved example explains obtaining inverse of matrix by finding non singular matrices P and Q such that PAQ is in normal form.
Matrices Example 4
This example is based on non-homogeneous system of equations by using method of reduction
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Matrices Example 5
This is an example based on problems on linearly dependent, independent vectors.
Matrices Example 6
This example is based on concept of orthogonal matrix. Is given matrix is orthogonal or not is exaplined in this example.
Partial Differentiation Example 1
This solved example is based on partial differentiation. Here solution to the problem is given in step by step format.
Partial Differentiation Example 2
This solved example is based on partial differentiation. Here solution to the problem is given in step by step format.
Partial Differentiation Example 3
This solved example is based on partial differentiation. Here solution to the problem is given in step by step format.
Partial Differentiation Example 4
This solved example is based on partial differentiation. Here solution to the problem is given in step by step format.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Partial Differentiation Example 5
This solved example is based on partial differentiation. Here solution to the problem is given in step by step format. This is an example based on variables to be treated as constant.
Partial Differentiation Example 6
This solved example is based on partial differentiation. Here solution to the problem is given in step by step format. This is an example based on Euler\'s theorem.
Partial Differentiation Example 7
This solved example is based on partial differentiation. Here solution to the problem is given in step by step format.
Partial Differentiation Example 8
This solved example is based on partial differentiation. Here solution to the problem is given in step by step format. This is an example based on involving substitution.
Partial Differentiation Example 9
This solved example is based on partial differentiation. Here solution to the problem is given in step by step format. This is an example based on total derivatives.
Infinite Series Example 1
This solved example is based on infinite series. Here convergence of series is tested.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Infinite Series Example 2
This solved example is based on infinite series. Here convergence of series is tested.
Infinite Series Example 3
This solved example is based on infinite series. Here convergence of series is tested.
Infinite Series Example 4
This solved example is based on infinite series. Here convergence of series is tested.
Infinite Series Example 5
This solved example is based on infinite series. Here convergence of series is tested.
Infinite Series Example 6
This solved example is based on infinite series. Here convergence of series is tested.
Infinite Series Example 7
This solved example is based on infinite series. Here convergence of series is tested.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Successive Differentiation Example 1
This solved example is based on successive differentiation. Here illustration on Leibnitz\'s theorem is explained by step by step solution to the problem given.
Successive Differentiation Example 2
This solved example is based on successive differentiation. Here derivative using trigonometrical transformations and standard results is explained by step by step solution to the problem given.
Successive Differentiation Example 3
This solved example is based on successive differentiation. Here illustration on Leibnitz\'s theorem is explained by step by step solution to the problem given.
Successive Differentiation Example 4
This solved example is based on successive differentiation. Here derivative using trigonometrical transformations and standard results is explained by step by step solution to the problem given.
Successive Differentiation Example 5
This solved example is based on successive differentiation. Here illustration on Leibnitz\'s theorem is explained by step by step solution to the problem given.
Indeterminate Form Example 1
This module contains a solved example on indeterminate form. We start with given data of function which approaches to certain limit and we solve it step by step to arrive final answer.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Indeterminate Form Example 2
This module contains solved example on indeterminate form. We apply change of base formula and L\'Hospital rule to arrive at the final answer.
Indeterminate Form Example 3
This module contains solved example on indeterminate form, under the application of finite limit and L\'Hospital rule, we calculate the value of unknown variable p.
Indeterminate Form Example 4
This module contains solved example on indeterminate form, the given data consists of logarithmic functions, we apply L\'Hospital rule to evaluate the limit.
Indeterminate Form Example 5
Module contains solved example on indeterminate form, we start with identification of given form of a data,then we evaluate the final limit after applying L\'Hospital rule.
Indeterminate Form Example 6
Module contains solved example on indeterminate form. We evaluate the limit on application of L\'Hospital rule.
Jacobian Errors And Approximation 1
This module contains a solved example on jacobian which starts with the given function x and y, we then evaluate its derivative to arrive at jacobian value.This is illustration on jacobian of composite function.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Jacobian Errors And Approximation 2
This module contains a solved example on jacobian which starts with 3 functions,this illustrates the jacobian of implicit function.
Jacobian Errors And Approximation 3
This module contains a solved example on jacobian which starts with functions u and v , this illustrates functional dependence of a functions.
Jacobian Errors And Approximation 4
This module contains solved example on errors and approximation to find the percentage error in the area of ellipse
Jacobian Errors And Approximation 5
This module contains solved example on errors and approximation, with the help of derivatives we evaluate final answer.
Jacobian Errors And Approximation 6
This module contains an example which illustrates on maxima and minima of function of 2 variables.
Taylors And Maclaurins Theorem 1
This module contains an example based on Taylors and Maclaurins theorem which illustrates expansion of function using standard function.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Taylors And Maclaurins Theorem 2
This module contains an example based on Taylors and Maclaurins theorem which illustrates expansion of function using standard function with expansion upto 5th power of x.
Taylors And Maclaurins Theorem 3
This module contains an example based on Taylors and Maclaurins theorem which illustrates expansion of function using differeniation and integration
Taylors And Maclaurins Theorem 4
This module contains an example based on Taylors and Maclaurins theorem which illustrates expansion using substituitions.
Taylors And Maclaurins Theorem 5
This module contains an example based on Taylors and Maclaurins theorem which illustrates exapansion using complex numbers.
Taylors And Maclaurins Theorem 6
This Module contains solved example based on taylors series.
Taylors And Maclaurins Theorem 7
This Module contains solved example based on taylors series.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Taylors And Maclaurins Theorem 8
This module contains solved example based on taylors series, we evaluate the square root of a given number using series.
The Cone And Cylinder Example 1
This module contains step by step solved example based on cone and cylinder.
The Cone And Cylinder Example 2
This module contains step by step solved example based on cone and cylinder.
The Cone And Cylinder Example 3
This module contains step by step solved example based on cone and cylinder.
The Cone And Cylinder Example 4
This module contains step by step solved example based on cone and cylinder.
The Cone And Cylinder Example 5
This module contains step by step solved example based on cone and cylinder.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Differential Equation Example 1
This module contains solved example based on differential equation.
Differential Equation Example 2
This module contains solved example based on differential equation.
Differential Equation Example 3
This module contains solved example based on differential equation.
Differential Equation Example 4
This module contains solved example based on differential equation.
Differential Equation Example 5
This module contains solved example based on differential equation.
Differential Equation Example 6
This module contains solved example based on differential equation.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Differential Equation Example 7
This module contains solved example based on differential equation.
Differential Equation Example 8
This module contains solved example based on differential equation.
Differential Equation Example 9
This module contains solved example based on differential equation.
Differential Equation Example 10
This module contains solved example based on differential equation.
Differential Equation Example 11
This module contains solved example based on differential equation.
Differential Equation Example 12
This module contains solved example based on differential equation.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Differential Equation Example 13
This module contains solved example based on differential equation.
Differential Equation Example 14
This module contains solved example based on differential equation.
Differential Equation Example 15
This module contains solved example based on differential equation.
Differential Equation Example 16
This module contains solved example based on differential equation.
Differential Equation Example 17
This module contains solved example based on differential equation.
Differential Equation Example 18
This module contains solved example based on differential equation.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Differential Equation Example 19
This module contains solved example based on differential equation.
Differential Equation Example 20
This module contains solved example based on differential equation.
Application Of Differential Equation Example 1
This module contains solved example based on application of differential equation.
Application Of Integral To Area Volume Example 1
This module contains solved example based on Application Of Integral To Area Volume.
Application Of Integral To Area Volume Example 2
This module contains solved example based on Application Of Integral To Area Volume.
Application Of Integral To Area Volume Example 3
This module contains solved example based on Application Of Integral To Area Volume.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Application Of Integral To Area Volume Example 4
This module contains solved example based on Application Of Integral To Area Volume.
Applications Of Differential Equations Example 2
This module contains solved example based on Application Of Integral To Area Volume.
Applications Of Differential Equations Example 3
This module contains solved example based on Application Of Integral To Area Volume.
Applications Of Differential Equations Example 4
This module contains solved example based on Application Of Integral To Area Volume.
Applications Of Differential Equations Example 5
This module contains solved example based on Application Of Integral To Area Volume.
Applications Of Differential Equations Example 6
This module contains solved example based on Application Of Integral To Area Volume.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Applications Of Differential Equations Example 7
This module contains solved example based on Application Of Integral To Area Volume.
Applications Of Differential Equations Example 8
This module contains solved example based on Application Of Integral To Area Volume.
Beta Function Example 1
This module contains solved example based on beta function.
Beta Function Example 2
This module contains solved example based on beta function.
Beta Function Example 3
This module contains solved example based on beta function.
Fourier Series Example 1
This module contains solved example based on Fourier Series.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Fourier Series Example 2
This module contains solved example based on Fourier Series.
Fourier Series Example 3
This module contains solved example based on Fourier Series.
Gamma Function Example 1
This module contains solved example based on Gamma Function.
Gamma Function Example 2
This module contains solved example based on Gamma Function.
Gamma Function Example 3
This module contains solved example based on Gamma Function.
Gamma Function Example 4
This module contains solved example based on Gamma Function.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Gamma Function Example 5
This module contains solved example based on Gamma Function.
Reduction Formulae Example 1
This module contains solved example based on Reduction Formulae.
Reduction Formulae Example 2
This module contains solved example based on Reduction Formulae.
Sphere Example 1
This module contains solved example based on sphere.
Sphere Example 2
This module contains solved example based on Sphere.
Sphere Example 3
This module contains solved example based on Sphere.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Sphere Example 4
This module contains solved example based on Sphere.

Interactive Modules

Unique Invention developed by Cognifront. This section provides interactivity for increasing the visualization ability of the students. It facilitates the teacher to virtually interact with a complex object and help learners to have a deep understanding of the concept. With the help of this feature the user can demonstrate the features of the model in classroom itself. Learners can also interact with these modules to concretize their understanding. This will help the teacher indulge students into their lectures. This section provides interactivity with the following objectives - (a) Increase the visualization ability of the students and (b) Boost their ability of learning the concepts by allowing them to interact with it.
Argand Diagram
Argand diagrams are frequently used to plot the positions of the poles and zeroes of a function in the complex plane. This is shown in this interactive module. You can use mouse to get value position in the complex plane.
Complex Conjugate Number
complex conjugates are a pair of complex numbers, both having the same real part, but with imaginary parts of equal magnitude and opposite signs. User can use mouse to get complex conjugate numbers on graph plotted.
Matrix Application
This interactive explains application of Matrices. We can show matrix data in mutiple forms. In this interactive, user can change matrix values. On change of matrix value respective graph is plotted.
Matrix Notation
Matrix is commonly written in box brackets. This interactive explains notations of matrix. In this interactive user can edit either table or matrix. If user click on table fruit and their taste according change in matrix is done. If user change value of any matrix element from 0 to 1 respective change is done in table.
Rate Of Change Of Shadow
This interactive is applications of derivative. User can use mouse to move street lamp down/up to observe the change in height of shadow of standing man. As per change of height of street lamp, rate of change of shadow is explained using equation.
Rerpresentation Of Complex Number
Complex number is represented in three forms: Cartesian, Polar and Exponential form. This interactive show all these three forms of complex number. User can change value and sign of complex number. On change of complex number respective forms of complex number displayed on select of forms. In polar and exponential form, on click of f user can see formula applied to generate polar and exponential form.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Geometrical Interpretation Of Derivative
This is interactive tool to understand geometrical interpretation of derivative. In this interactive user can change amplitude, frequency of wave. We have provided Point position so that user can change it as get derivative at that point of curve.
Maxima Minima Apple Trees
The value of the function at a maximum point is called the maximum value of the function and the value of the function at a minimum point is called the minimum value of the function. Calculation of value of maxima is explained in this interactive by using example of planting of apple trees. On exceeding number of apple trees number of apples from a tree will decrease. In this interactive, user can change number of apple trees, number of apples per tree and output drops per tree on increasing number of apple trees. After addition of tree, on clicking of Calculate user will get number of trees to be added to get maximum output. This calculation is given in step by step form.
Newton's Law Of Cooling
This module is interactive problem solution based on newton\'s law of cooling.
Rate Of Change Of Water Level
This module is an interactive content which explains an application of integrals using example of rate of change of water level.
Application Of Integral
This module is an interactive solution for Application Of Integrals.

Surface Plotter

Surface 1
This is an interactive module having 3D interaction of certain equation, we can change the values from equation and accordingly the surface view changes.
Surface 2
This is an interactive module having 3D interaction of certain equation, we can change the values from equation,equation contains one of the sinusoidal function and accordingly the surface view changes.
Sine Wave
This module is 3D interactive having trigonometric function

Applications

Application Of Matrices
This module explains application of matrices in real life example. Here with the help of 2 examples applications of matrices is explained.
Application Of Trigonometry
This module explains applications of trigonometry with the help of real life example. A tribute to grate Mathematicians Aryabhatta, Archimedes, Pythagoras, Euclid, S R Ramanujan, Rene Descartes, Johan Carl Friedrich Gauss, Leonhard Euler, Sir Isaac Newton, and Pierre Simon Laplace is also given in this module.
Applications Of Complex Numbers
Complex number represents the phase difference between two subsystems. This module gives you brief introduction about where complex numbers are being used in real life example.
Applications Of Differentiations
This module explains real life examples of applications of differentiation such as rate of change of volume, rate of change of radius, rate of melting, rate of growth etc
Fence
This is an application of maxima. This module explains sloving of fence problem using Maxima
Facts Of Maths
This module gives idea about some interesting facts about maths such as information about World Maths Day, pronunciation of Mathematics etc.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Maths For Forensic And Medicine
This module explains use of math in Forensic Service and Medical Field. How math is used for image processing is alos explained in this module.
Sunrise Equation
Sunrise equation is application of Trigonometry. The sunrise equation can be used to derive the time of sunrise and sunset for any solar declination and latitude in terms of local solar time. this module explains calculation of Sunrise time and Sunset Time using Trigonometry.
Value Of Pi
This module explains History of pi, application of pi, Pi Day, and Experiment to find value of pi in details.
Application Of Sphere
This module contains the real life applications of sphere,which is a part of solid geometry.
Application Of The Cone
This module contains the real life applications of cone,which is a part of solid geometry.
Application Of The Cylinder
This module contains applications of the cylinder,which is a part of solid geometry.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Application Of Differential Equations
This module explains use of differential equation in real life and engineering applications.
Application Of Fourier Series
This module explains the practical approach towards the fourier series.
Application Of Integration
This module contains the application of integration in real life.
Application Of Coordinate Geometry
This module explains us importance of study of co-ordinate geometry, also, how it relates to our day to day life.
Application Of Moment Of Inertia And Center Of Mass,Gravity
This module explains real life examples based on moment of inertia and centre of gravity.

How To Use Scientific Calculator

This section contains use of scientific calculator to solve mathematical problems such as complex numbers, examples on matrices, solving polynomial etc. How these kinds of examples can be solved using calculator only is explained in this section.
Absolute Value And Argument Of Complex Numbers
This module illustrates the absolute value and argument associated with a given complex number with the help of a calculator.
Determinant Of Matrix
This module illustrates an important calculation of matrix i.e. determinant on calculator.
Finding Unknowns
This module illustrates how to find an unknowns with the help of of calculator.
Fractions
This module illustrates the fraction representation and its calculation on calculator.
Matrix Multiplication
This module illustrates the multiplication of matrix on calculator.
Solving Polynomial
This module illustrates how a polynomial is solved with the help of a calculator.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Integration 1
This module shows how we can carry out integration operations on calculator with the help of an example.
Integration 2
This module shows how we can carry out some basic integration operations on calculator.

Derivative Basic Practice By Games

Amazing section developed by Cognifront Software Pvt. Ltd. In this section we have provided few games based on derivative problem so that student can learn derivative concept with fun and playing games.
Parachute Landing By Game
This game is developed by Cognifront for basic derivative practice in mathematics. In this game, the aero-plane will pass. Click in it so that the man will jump. After that click on a falling man to open the parachute. The goal is to jump on a boat carrying correct answer (derivative) for the given equation.
Shoot Equation By Game
This game is developed by Cognifront Software Pvt. Ltd. This game will help students to improve derivatives concept. In this game there is a question whose answer can be hit by user. If correct anwer hits score will be increased and on miss hit or wrong answer lives of hitting an answer will be decrease.
Equation Maze By Game
This game is developed by Cognifront Software Pvt. Ltd. This game will improve derivative concept of students. Here in this game there is a question of derivative whose answer have to pick up by blue answer picker. There is red answer picker also and time out to pick up correct answer. Blue picker have to reach at the equation before red picker reach at the equation.
Equation Hunt By Game
This module contains a derivative formulae quiz in game form.
Solid Geometry By Game
This module is a challenging game based on solid geometry,one have to hit an arrow for the right answer,question is in the form of equation,one has to determine the shape of that equation, may be in the form of sphere,cone or cylinder etc.

Formulae

This section is a collection of formulae which will help students to learn formulae fastly.
Jacobian
This module explains details about Jacobian such as notation, jacobian of composite functions, jacobian of implicit functions, partial derivative of implicit functions, and implicit function of 6 variables.
Logarithm Factoring Formulae Indices
This module covers formulae related to logarithm, factoring formulae, indices, and geometry.
Maclaurins Taylors Series And Expansion
This module covers Maclaurins theorem, taylors theorem, Expansion of some standard functions.
Trigonometry
This module covers trigonometrical formulae.
Intergration Formulae
This module contains all important rules of integration.
Differential Equations
This module contains differential equation formulae list.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Solid Geometry Formulae
This module contains different formulas of solid geometry
Beta And Gamma Function
This module covers all the necessary formulae for Beta And Gamma Function.
Reduction Formulae
This module covers all the necessary formulae for Beta and Gamma Functions.

Self Exercises

This section is prepared to involve students by challenging them to solve handfull of classic exercises. It is really a brain booster section.
Self Exercises
This section is for students self improvement. Here we have provide some unsolved examples which teacher can ask to students to solve it.
Application Of Integrals To Area And Volume
This module contains an examples on application of integrals to area and volume for the self exercise.
Curve Tracing And Reduction Of Curves
This module contains an examples on curve tracing and reduction of curves for the self exercise.
Differentiation Under The Integral Sign
This module contains an examples on Differentiation Under The Integral Sign for the self exercise.
Fourier Series
This module contains an examples on Fourier Series for the self exercise.
Multiple Integrals
This module contains an examples on Multiple Integrals for the self exercise.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Reduction Formula Beta Function And Gamma Functions
This module contains an examples on Reduction Formula Beta Function And Gamma Functions for the self exercise.
Solid Geometry
This module contains an examples on Solid Geometry for the self exercise.
Differential Equations
This module contains an examples on Multiple Integrals for the self exercise.

Team Projects

Team Projects 2
This module contains the projects for maths,which can be carried out as a team projects.
Team Projects 1
This section contains practical and challenging math problems, which students have to solve along with the team.

Lecture Plans

This section presents a complete lecture plan. You get a license to edit these lectures to suit your style. We respect the fact that every teacher has a different style of teaching and that is why this section is flexible to allow you to choose and edit your presentations. You can bring any additional content into these presentations. You can combine two or more presentations if you wish to cover those topics in a single lecture.
Applications Of DE To Orthogonal Trajectories
This module contains theory of application of DE to orthogonal trajectories.
Simple Harmonic Motion
This module contains theory of simple harmonic motion ,hook\'s law and formulae for time and velocity
Rate Of Decay Of Radioactive Materials
This module contains theory of radioactive decay of element and rate of decay of radioactive elements
One Dimensional Conduction Of Heat
This module contains theory of conduction of heat,laws of conduction of heat
Application Of Differential Equations In Orthogonal Trajectries
This module contains theory of Application of DE in orthogonal trajectry
Applications Of DE To Chemical Problems
This module contains theory of Application of DE in chemical problems
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Rectilinear Motion
This module contains theory for Velocity and Acceleration Meaning and Definition of rectilinear motion,newton\'s second law of motion and concept of net forces.
Centre Of Gravity 1
This lecture module contains a powerpoint presentation on the theory of centre of gravity.
Centre Of Gravity 2
This lecture module contains a powerpoint presentation on the theory of centre of gravity.
Beta And Gamma Function
This lecture module contains a Beta function and its properties,Gamma function and its properties,Application of these functions,Solve an example
Co Ordinate System
This lecture introduces a learner to the concept of Types of co-ordinate systems,Relation between co-ordinate systems,Shift of origin and Distance formula
Curve Tracing
This lecture is based on Basic definitions of curves and Classification of curves
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Differentiation Under Integral Sign
This lecture is an itroduction to a DUIS,DUIS rule-1,Solved example,DUIS rule-2
Double Integrals
This lecture is based on double integrals,its properties and solved example.
Equation Of Cone
This lecture is based on Define Cone,Calculate Equations of a Cone,Discussion on Applications of Equations of Cone.
Exact Differential Equation
This lecture explains Exact Differential Equation,Example on Exact Differential Equation,Equation Reducible to Exact Differential Equation and 4 rules.
Formation Of Differential Equation
This lecture consists of Definition of Differential Equation,Formation of Differential Equation,Example on formation of Differential Equation,Application of Differential Equation.
Homogeneous And Non Homogeneous Differential Equation
This lecture introduces a learner to a concept Homogeneous Differential Equation,Example on Homogeneous Differential Equation,Non-Homogeneous Differential Equation and 2 cases.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Limits Of Integration
THis lecture contains a Meaning of limits of integration,Methods for determining the limits of integration.
Linear Differential Equation
This lecture is an introduction to a Linear Differential Equation and Equation Reducible to Linear Differential Equation
Moment Of Inertia 1
This lecture introduces to a concept of Moment and Torque,Meaning and Definition of Moment of Inertia and Radius of Gyration.
Moment Of Inertia 2
This lecture introduces to a standard limits for moment of inertia for certain shapes.
Solid Geometry Cone
This lecture introduces a learner to the concept of Cone,Right circular cone.It also contains a Solved example
Solid Geometry Cylinder
This lecture is an introduction to a Cylinder,Right circular cylinder and an enveloping cylinder
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Solid Geometry Line And Plane
This lecture is an introduction to a Angle between two lines,Projection of lines,The plane and the straight line
Solid Geometry Sphere
This lecture contains a Sphere,Equation of sphere and Different cases of sphere.
Variable Separable Form
This lecture is an introduction to a Variable separable form,Example on Variable separable form,Equation Reducible to Variable separable form,Example on Equation Reducible to Variable separable form.
Division Of The Join And Direction Cosines
This lecture contains a Division of the join of two given points,Direction cosines,Direction ratios.
Reduction Formulae
This lecture is an Introduction to reduction formulae,Definition and Reduction formula for sinusoidal functions
Tracing Of Cartesian Curves
This lecture explains a rules for tracing a cartesian curves.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Tracing Of Cartesian Curves 2
This lecture explains some more rules for tracing a cartesian curves.
Triple Integration
This lecture introduces to a calculus of triple integration along with its applications.
Application Of Multiple Intgrals To Represent Area Volume
This lecture contains a theory of Application Of Multiple Intgrals To Represent Area Volume.
Newton's Law Of Cooling
This lecture introduces to a concept of Newton\'s Law Of Cooling.
Area Enclosed By Plane Curves Expressed In Polar
This lectur econtaisn a theory for Area Enclosed By Plane Curves Expressed In Polar.
Adjoint Cofactor Inverse Of Matrix
This lecture explains calculation of determinant of Matrix, Minor of matrix, cofactor of an element, adjoint of matrix, and inverse of matrix in details.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Algebra Of Complex Numbers
In this lecture leaners will introduced to complex numbers in details. This lecture also explains Algebra of complex number, Argand diagram, Complex conjugate and modulus of complex number in details.
Cauchys Condensation Gausss Test
This lecture covers Cauchys condensation test, Convergence test for auxiliary series, Gausss test.
Cauchys Nth Root Test P Series Convergence Of Geometric Series
This lecture will introduced Cauchys nth root test,P series,Convergence of geometric series in details.
Comparison Raabes And D Alemberts Ratio Test
This lecture will introduced Comparison test, DAlemberts ratio test, Raabes test in details.
Composite Functions Higher Order Derivatives
This lecture covers Composite function, Derivatives of composite function, Higher order derivatives in details.
Condition For Consistency Of Homogeneous Equations
This lecture explains Condition for consistency of homogeneous equations in details.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Convergent And Divergent Series In Real Life
In this lecture learners will introduced to Convergent and divergent series in real life.
Definition And Notation Nth Differential Coefficients Of Standard Functions
This lecture covers definition and notation of nth differential coefficients of standard functions in details.
Definition Of Eigen Values Method Of Finding Eigen Value
This lecture covers brief introduction about definition of eigen value and methods of finding eigen value.
De-Moivre's Theorem
This lecture covers De-Moiver\'s theorem in details.
Differentiation Rules
This lecture covers Function with one variable and its derivative, Function with multiple variables and its differentiation, Rules of differentiation in details.
Errors And Approximation
In this lecture leaners will introduced to Partial derivatives of implicit functions, Functional dependence of the functions, Errors and approximation in details.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Expansion Of Determinants Verification Of Eigen Values Cramers Rule
This lecture covers Expansion of determinants, Verification of eigen values and details of Cramer\'s rule.
Functions And Their Derivatives
In this lecture leaners will introduced to Function with one variable and its derivative, Function with multiple variables and its differentiation in details.
Homogeneous And Non Homogeneous Equations Condition For Consistency Of Non Homogeneous Equations
This lecture covers Homogeneous and non-homogeneous equations, Conditions for consistency of non-homogeneous equations.
Hyperbolic Functions Logarithms Of Complex Numbers
This lecture explains Hyperbolic functions, Relation between trigonometric and hyperbolic functions, General and principle value of logarithm, Separation of real and imaginary part in details
Illustration On Differentiation Homogeneous Function And Euler's Theorem
This lecture cover Differentiation on variable to be treated as constant, Homogeneous functions, Euler\'s theorem.
Introduction To Complex Numbers
This lecture gives brief introduction to Square roots of positive and negative numbers, Imaginary number i.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Jacobian Definition Jacobian Of Functions
This is introductory lecture about Jacobian. This lecture covers Notation of jacobian, Jacobian of composite function, Jacobian of implicit function
Leibnitz's Theorem
In this lecture learners will introduced to Leibnitz\'s Theorem. This also explains Need of Leibnitz\'s theorem, Types to solve using Leibnitz\'s theorem, and Solve an example based on Leibnitz\'s theorem.
Linear Dependence And Independence Of Vectors Linear Transformation Orthogonal Matrix
In this lecture learners will introducted to Conditions for consistency of homogeneous equations, Linear dependence and independence of vector, Linear transformation, and orthogonal matrix.
Linear Transformation Orthogonal Matrix
This lecture gives brief introduction to Linear transformation, Orthogonal matrix, and example based on linera transformation and orthogonal matrix.
Logarithmic De Morgans And Cauchys Integral Test And Alternating Series
This lecture covers logarithmic test, De Morgans test, cauchys integral test in details. This lecture plan also covers Alternating series, absolute and conditional convergence.
Maclaurin's Series Introduction
This is introductory lecture about Maclaurin\'s theorem. This lecture covers Maclaurin’s theorem, Application of Maclaurin’s theorem in details and example based on Maclaurin\'s theorem.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Matrix Notation And Types
In this lecture learners will learn definition and notation of matrices, applications of matrices and types of matrices in brief. Types of matrices such as row, column, symmetric, skew symmetric, scalar, unit, upper triangular, lower triangular and diagonal matrix are also cover in this lecture.
Maxima And Minima
This lecture covers Maxima and minima of function of single and multiple variable in details.
Optimization Finding Maxima And Minima
Mathematical optimization is the selection of a best element from some set of available alternatives. The concept of Mathematical optimization is explained in this lecture. This lecture covers Optimization, Maxima and minima concepts.
Partial Derivatives Of Implicit Functions Functional Dependence Of The Functions
This lecture covers Partial derivatives of implicit functions, Functional dependence of the functions in details.
Polar Exponential And Cartesian Form
This lecture will give brief introduction about forms in Complex number such as cartesian form, polar form and exponential form in details.
Rank Augmented Matrix
This lecture explains Rank of a matrix, Find the rank by reducing the matrix to Echelon form and normal form, Augmented matrix in details.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Sequences Series Convergent And Divergent Series And Applications Of Infinite Series
In this lecture learners will introduced to sequences, series, Convergent and Divergent Series and Applications of Infinite Series in details. This lecture also covers monotonic increasing sequence, monotonic decreasing sequence, alternating sequence, oscillatory series.
Taylor Series
This lecture covers Taylor series and examples based on Taylor Series

3D Stereographic

New feature developed by Cognifront. The first time ever in Engineering field there is 3D Stereos for learning. 3D Stereos are used in Entertainment media only but Cognifront come up with this 3D Stereo module for engineering education to make teaching and learning joyful.
Application Of Trigonometry
This module describes the application of trigonometry in real life with 3-D view.
Maxima And Minima
This module describes the global and local maxima,minima in 3D view.
Transformation Matrix
This module describes transformation matrix in 3D view.
Hyperbolic Function
This module gives a graphical 3D view of a trigonometrical and hyperbolic function.
Application Of Partial Differentiation
This module describes the traffic flow analysis in 3D view which can be explained with the help of partial differentiation.
Cartesian
This module contains a 3D view of cartesian co-ordinate system
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Cylindrical
This module contains a 3D view of cylindrical co-ordinate system
Polar
This module contains a 3D view of polar co-ordinate system
Cusp
This module shows the graph of cusp in 3 dimensional view.
Equation Of Cone
This module contains 3 dimensional visualozation of cones.
Equation Of Elliptical Cone
This module contains 3-dimensional visualization of elliptical cone with its equation
Equation Of Frustum
This module contains 3-dimensional visualization of Frustum with its equation
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD
Equation Of Parabolic Cone
This module contains 3-dimensional visualization of Parabolic Cone with its equation
Surface By Equation 1
This module contains 3 Dimensional view of surface.
Surface By Equation 2
This module contains 3 Dimensional view of surface.
Surface By Equation 3
This module contains 3 Dimensional view of surface.
Purchase Download Brochure Share with
colleague
Back to Products
Page
Select Operating System :
DOWNLOAD

(Note:Please Refresh the page after you login with Facebook.)


Email To:

Receiver Name:

Your Name:

Your Email ID: