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Let A = total area of five circles of radius r and let B = total area of three circles of radius s. If A = B, then r / s =
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\[ A = 5 \pi r^2 \\ B = 2 \pi s^2 \\ A = B \implies 5 \pi r^2 = 2 \pi s^2 \]
Can you solve for \(r/s\)?
@wio: \(B=3\pi s^2\)
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