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Find the area enclosed by y=e^x,x=0,y=2,y=3 |
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Answer» Solution :Given CURVE is `y=e^x` They x= In y Area = `int_2^3xdy=int_2^3 Inycdotdy` `[In ycdoty]_2^3-int_2^3 1/ycdotydy=[Inycdoty]_2^3-int_2^3 1/ycdotydy` = (3 In 3 - 2 In 2) - `[y]_2^3` `In 3^3/2^2 -(3-2)=In27/4-1` |
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