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5. Find dx 2 for the curve given by x = t3 + 2 and y = t2 + t. 6. Calculate the length of

5. Find dx 2 for the curve given by x = t3 + 2 and y = t2 + t. 6. Calculate the length of the arc of the curve given by x = =t3/2 and y = 2t - t2 for te[1,3]. Show work. 7. Find the corresponding rectangular coordinate for the polar point (4, -)

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