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 The maximum possible area bounded by the curves y=cosx,y=x+1,y=0 is 

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a
32
b
23
c
12
d
52

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detailed solution

Correct option is A

Given curves are y=cos⁡x,y=x+1,y=0 Required area, A=∫0π2 cos⁡xdx+12×1×1=(sin⁡x)0π2+12=1−0+12=32 sq.units

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