Derivatives of Functions in Parametric Forms

Derivatives Of The Functions In Parametric Form|Exercise Questions|OMR

Derivative of odd function is

Derivative of even function is

Derivative of a function (i) as a rate measurer

Derivatives of Inverse Trigonometric Functions

Derivatives of Implicit Functions |Homework discussion

The equation of a line in parametric form is given by:

OMR|Algebra Of Derivative Of Functions|Derivative Of Trigonometric Function|Derivative Of Polynimial Function|Questions

The derivative of the function represented parametrically as x=2t=|t|,y=t^(3)+t^(2)|t| at t=0 is a.-1 b.1 c.0 d.does not exist

A line passing through the points A (-2 , -1 , 5) and B ( 1, 3 , -1) ,find the equation of the line in parametric form. Also, write the equation in non - parametric form.