Question: For fixed constants h, R >0, find a parametrization y(t)=(f(t), z(t)) of the straight line z = hx/R in the xz plane, where 0 <

For fixed constants h, R >0, find a parametrization y(t)=(f(t), z(t)) of the straight line z = hx/R in the xz plane, where 0< x < R.Sketch the curve y(t) in the xz plane and sketch the surface of revolution in 3d space that you ovtain when you rotate y along the z axis.Write a parametrization (vector)r(t, theta) of the surface of revolution and compute the differwntial of surface area ||r(t) x r(theta)||

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