[x = t +31 + 3 y=13-1 3.(a). (6 points) Find an equation for the line...

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[x = t³ +31² + 3 y=13-1² 3.(a). (6 points) Find an equation for the line tangent to the curve when t = 1. 3. Consider the curve parameterized by for 0 ≤ t ≤ √5. 3.(b). (3 points) Compute d²y dx² at t = 1. 3.(c). (5 points) Write an integral to compute the total arc length of the curve. Do not evaluate the integral. [x = t³ +31² + 3 y=13-1² 3.(a). (6 points) Find an equation for the line tangent to the curve when t = 1. 3. Consider the curve parameterized by for 0 ≤ t ≤ √5. 3.(b). (3 points) Compute d²y dx² at t = 1. 3.(c). (5 points) Write an integral to compute the total arc length of the curve. Do not evaluate the integral.

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