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Question

# The area of a sector of a circle and the measure of its central angle are given. Find the radius of the circle. $A=377 \text { in }^{2}, \theta=\frac{5 \pi}{3}$

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We need to find the radius of the circle given that the area of its sector is $A=377$ in$^2$ and the central angle measure is $\theta=5\pi/3$.

How can we find the radius of a circle given the area of its sector and its corresponding central angle?

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