The region bounded by y = 3-e^-x, the x-axis, x =2 and the y-axis
solution :-
y=3−e−xy = 3-e^{-x}y=3−e−x
limits
x=0
x=2
∫x=0x=23+e−xdx\int _{x=0}^{x=2}3+e^{-x}dx∫x=0x=23+e−xdx
=[3x+ex]02[3x+e^{x}]_0^2[3x+ex]02
=5.13 answer
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