Nth Derivative Of e^ax Sin(ax+b)
In this engineering math tutorial i shall be showing you that how you can find the Nth Derivative Of e^ax Sin(ax+b) by successive differentiatin method. In successive differentiation we keep on differentiating the differential cofficient obtained from previous step until the we get the nth derivatives of e^ax Sin(ax+b).
successive differentiation is difficult to use when nth derivative of product of two functions has to be found out then we use a theorem called Leibnitz Theorem which help us to find desiered order derivative of the product very easily.
Please go through the complete solution given blow.
To visit series of solved nth derivatives of functions (Please click me)😋
successive differentiation is difficult to use when nth derivative of product of two functions has to be found out then we use a theorem called Leibnitz Theorem which help us to find desiered order derivative of the product very easily.
Please go through the complete solution given blow.
To visit series of solved nth derivatives of functions (Please click me)😋
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