Use the Green's Theorem area formula, shown below, to find the area of the region enclosed by the circle r(t) = (b cost+q)i + (b sint+r)j, st≤2π. Area of R = $xdy-y dx

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Use the Green's Theorem area formula, shown below, to find the area of the region enclosed by the circle r(t) = (b cost+q)i + (b sin t+r)j,
0st≤2.
Area of R=
1 x dy-
с
xdy-y dx
Transcribed Image Text:Use the Green's Theorem area formula, shown below, to find the area of the region enclosed by the circle r(t) = (b cost+q)i + (b sin t+r)j, 0st≤2. Area of R= 1 x dy- с xdy-y dx
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