Compare the areas of C1: r=3+cos(θ) and C2: r=3-sin(θ).
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Determine the point of intersection of following polar curves:
r = 3 + 3 sin θ
r = 3 – 3 cos θ
where 0 ≤ θ ≤ 2π
Find out the curve having larger area amng curves C1: r=2.5cos(θ) and C2: r=2
Find the area inside both r=1+sin(θ) and r=1-sin(θ) in first quadrant.