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ARC LENGTH IN SPACE Find the arc length of the curve C given parametrically by r(t) = zitt 3 j - 3ek, Osts216 Find the arc length parameter along the curve given below, starting from the point that corresponds to t = 0. 2 . F(t)= etsin(4t)1 -etcos(4t)j -etk, Osts1. Find the arc length parameter along the curve given below, starting from the point that corresponds to t = 0. r(t) = (1 + 2t)i + (1 + 3t)j + (6 - 6t)k, 4 . Find the arc length parameter along the curve given below, starting from the point that corresponds to t = 0. r(t) = (et sin 2t)i + (et cos 2t)j + 2elk, Find the arc length parameter along the curve given below, starting from the point that corresponds to t = 0. r(t) = (2 cost)i + (2 sin t)j + 12k, 5 Find the arc length parameter along the curve given below, starting from the point that corresponds to t = 0. r(t) = (3 cost)i + (3 sin t)j + 213/2k