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what is the length of the indicated arc ?
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You can set up an equation involving ratios. For the whole circle (a "sector" with \(360^\circ\)), you would have the circle's circumference, \(2\pi r=12\pi\). Solve for \(x\): \[\frac{\text{arc length}}{\text{angle}}=\frac{12\pi}{360^\circ}=\frac{x}{45^\circ}\]
i still dont understand i barley started geometry and dong get that
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