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Mathematics
Problem
Let
R
R
R
be the region that lies between the curves
r
=
4
cos
θ
r=4\cos\theta
r
=
4
cos
θ
and
r
=
2
cos
θ
r=2\cos\theta
r
=
2
cos
θ
on the set where both curves are defined by
r
≥
0
r\ge 0
r
≥
0
. Calculate the total area of
R
R
R
. a)
3
π
3\pi
3
π
b)
6
π
6\pi
6
π
c)
3
π
2
\dfrac{3\pi}{2}
2
3
π
d)
π
\pi
π
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