Question: 02 (13 points} Let C be the parametric curve dened by z = 294 Q2 (13 points) Let C be the parametric curve defined by

Q2 (13 points) Let C be the parametric curve defined by =

2t'+3t a) Find the slope of the line tangent to the curve

02 (13 points} Let C be the parametric curve dened by z = 294"\

Q2 (13 points) Let C be the parametric curve defined by = 2t'+3t a) Find the slope of the line tangent to the curve C att = O (5 points) b) Find the coordinates of point on C where the tangent line is horizontal. (4 points) e) The portion of the curve C when O t 2 is rotated about xaxis. Set up a definite integral that computes the surface area of the solid of revolution. Do not evaluate and do not simplify the integral. (4 points)

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