Nth Derivative Of (ax+b)^n
In this mathmatics tutorial we will learn how to find nth Derivative of
(ax+b)^n with the help of successive differentiation.
to find nth derivatives of (ax+b)^n the derivative cofficient obtained from
first time differentiation of (ax+b)^n is diffentiated over and over
again.
Video Solution For This Question -
successive differentiation is very helpful when we have to find higher order derivative but when it comes to find the higher derivative of a very high degree of the product of two functions then it is difficut to use successive differentiation method.
In order to find nth derivative of any rational function we have to split it into partial fractions. forming partial fraction is the reverse process or converse of taking LCM.
To Resolve a Fraction into partial fraction the degree of numerator must be less then the degree of denominator then only we can resolve rational fraction into partial fraction.
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