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The figure shows a sector of a circle with central angle θ. Let A (θ) be the

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The figure shows a sector of a circle with central angle θ. Let A (θ) be the area of the segment between the chord PR and the arc PR. Let B (θ) is the area of the triangle PQR. Find lim θ→0+ A (θ)/B (θ).


P. A(0) B(0)

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P. A(0) B(0)

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Let the radius of the circle be r We see that A0 is the area ...View the full answer


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