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Question 1: (1 point) Find the indefinite vector integral I = f (t; 2; et)et dt Question 2: (1 point) Given that R(t) =

Question 1: (1 point) Find the indefinite vector integral I = f (t; 2; et)et dt Question 2: (1 point) Given that R(t) = ti- t2j+ 3k. Find the constants a and b such that R"(0) =aT(0) + 6T'(0), where the unit tangent vector T(t) = R(t)/||R' (t)||.

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