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    Arc length of a Curve

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    How does the length of the curve x=t^2, y=t^3, [0,2] come out to be 3/4 + (ln2)/2?

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    You answer is wrong. I get a different answer and give a proof to show that your answer must be wrong and mine is reasonable.

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    Solution Summary

    The arc length of a curve is found. A function at intervals are determined.