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Question

Question: \(\int_{}^{}e^{x\log a}\).e<sup>x</sup> dx is equal to –...

exloga\int_{}^{}e^{x\log a}.ex dx is equal to –

A

(ae)x + c

B

(ae)xlog(ae)+c\frac{(ae)^{x}}{\log(ae)} + c

C

ex1+loga+c\frac{e^{x}}{1 + \log a} + c

D

None

Answer

(ae)xlog(ae)+c\frac{(ae)^{x}}{\log(ae)} + c

Explanation

Solution

= =

= = + C.