#Past paper question
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The exact area is that because it would be the area under the curve of C (already given) plus the area you need to solve for equaling the area under line l. So it would be the area under line l minus the area under C equaling what you want. The area under C is in the integral, which you understand. Now to solve for the area under line l, plug in for the x- and y- values provided the given theta. Since it is a rectangle, multiply these x and y values and you will get your desired answer. I got pi*sqrt(3)/12 times 2/3, which is what is given in the answer key. Ping me if you need more help.
okk thanks