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Area bouded by curves

Area bouded by curves

by Aashwin Gaur -
Number of replies: 2

 Find the area bounded by the following curves:

1) y= arc sin(|sinx|) and y = (arc sin(|sinx|))^2 ; (0<x<2pi)

the answer i have is      4/3 + pi^2[pi/3-1/2]

In reply to Aashwin Gaur

Re: Area bouded by curves

by Manish Verma -

In the first quadrant the first curve would be y = x and the second curve would be y =x2.

The figure is attached for this particular quadrant where the area would be A1+A2. Total area should be four times this area.

You can send me a private message inside virtual classroom if you have problem with other quadrants and I can schedule a short online live session for this.

In reply to Manish Verma

Re: Area bouded by curves

by Aashwin Gaur -
Thank you Sir,so similarily for the next quadrant it will be y= pi-x and so on.!!