Java Script needs to be enabled for Video to Load.

# Error Functions

If you dont see the Video even after 10 seconds,

##### In this 26 mins Lesson you will Learn about following concepts.

Error Function, Complimentary Error Function and Properties of Error Function, Applications of Error Function, and related Topics.

# Related Video Lessons in this Series

### Error Functions

26 mins Video Lesson

Error Function, Complimentary Error Function and Properties of Error Function, Applications of Error Function, and other topics.

### Differential Equation : Introduction and Variable Separable Type

50 mins Video Lesson

Introduction to DE, Ordinary DE, Partial DE, Order, Degree, Formation of DE, Variable Separable DE, Concept of Particular and General Solution, Solving by Substitution, and other topics.

### Differential Equation: Reducible to Variable Separable Type

24 mins Video Lesson

Homogeneous DE, Type dy/dx=(a1x+b1y+c1)/(a2x+b2y+c2), Type dy/dx=[K1(ax+by)+c1]/[K2(ax+by)+c2], and other topics.

### Differential Equation: Linear Type

36 mins Video Lesson

First Order Linear DE, Solution of First Order Linear DE, DE of type f'(y)dy/dx + P(x)f(y) = Q(x), Bernoulli's Equation, and other topics.

### Differential Equation: Exact Type

65 mins Video Lesson

Exact DE and Concept of Potential Function, Test for Exactness, Types of DEs Reducible to Exact form, and other topics.

### Differential Equation: Solving a general DE

39 mins Video Lesson

Steps for Solving a general First Order DE, DE of Type dU(x,y) = dV(x,y), and other topics.

### Curve Tracing in Cartesian Form : Part 1

74 mins Video Lesson

Introduction to tracing curves, Point of intersection with Axes, Critical Points and Concavity, Tracing a Parabola, Transformations, Symmetry, Region of non-existence, Tracing a Circle, Tracing a Cubic Curve (point of Inflection), and other topics.

### Curve Tracing in Cartesian Form : Part 2

58 mins Video Lesson

Asymptotes, Tracing a Hyperbola, Multiple Tangents at Origin, Tracing a Cissoid, and other topics.