integration of e^x sin 2x cos x
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there is a rule to integrate the funtion . like e^x( f(x)+f'(x)). So the result will be e^xf(x)+c. Now in given equ^n cosx=(sinx)' . So ans will be e^x sinx+ c. Hope it will help.
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Answer:
1 divide n multiply whole by 2 ...
now take 1by2 outside integration sign
use formula of 2 sinAcosB
Now use integration formula of uv=uv'-int(d\dx u * int v)
Step-by-step explanation:
hope it helped....all the very best
ishita2172:
sorry 4 mistake this procedure is applied only when in place of cosx there will be cos 2 x
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