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The derivative of (ax + b) ^(cx + d) w.r...

The derivative of `(ax + b) ^(cx + d) `w.r.t x is

A

`(ax + b) ^(cx +d) [(a(cx +d))/(ax +b) + c log (ax + b)]`

B

`(ax - b) ^(cx +d) [(a(cx +d))/(ax +b) + c log (ax +-b)]`

C

`(ax - b) ^(cx +d) [(a(cx +d))/(ax +b) + c log (ax - b)]`

D

`(ax - b) ^(cx +d) [(a(cx +d))/(ax +b) + c log (ax + b)]`

Text Solution

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The correct Answer is:
A
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