Question: 8. The angle between a plane and a curve is found by taking the angle between the tangent line and the normal to the plane

8. The angle between a plane and a curve is found

8. The angle between a plane and a curve is found by taking the angle between the tangent line and the normal to the plane at the point of intersection. Find cos 0 where 0 is the angle between the plane 3x - 2y + z= -4 and the curve (5 - 2t + cos2 (t), 3 + t - sin?(t), t2 + sin?(t))

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