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Sed (CoderLovesEggs) Paper 1 with Solutions · Q2

Paper 1Geometry

The area bounded within

x2+y2=1x^2+y^2=1

and above

y=−x+1y=-x+1

is:

Aπ2\dfrac\pi2;
B2+π4\sqrt2+\dfrac\pi4;
C2\sqrt2;
Dπ4−12\dfrac\pi4-\dfrac12;
E1−π41-\dfrac\pi4;
F3π4+12\dfrac{3\pi}4+\dfrac12.

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