Question: 4. (2 points) Consider two curves in space parametrized as follows: r(t) = (t, t, t) q(t) = (3-t, cos(t), t/2) == (a) Find

4. (2 points) Consider two curves in space parametrized as follows: r(t)

4. (2 points) Consider two curves in space parametrized as follows: r(t) = (t, t, t) q(t) = (3-t, cos(t), t/2) == (a) Find a point of intersection of these 2 curves. (b) Find an equation of the plane tangent to both curves at the point of intersectio from part (4a

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