Find the area enclosed by
y=e^x, x=0, y=2, y=3
Answers
Answered by
0
Answer:
Given curve is
y=e^x
<br> They x= In y <br> Area =
int_2^3xdy=int_2^3 Inycdotdy
<br>
[In ycdoty]_2^3-int_2^3 1/ycdotydy=[Inycdoty]_2^3-int_2^3 1/ycdotydy
<br> = (3 In 3 - 2 In 2) -
[y]_2^3
<br>
In 3^3/2^2 -(3-2)=In27/4-1
Similar questions