Determine if the expression for r(u, v) with domain D defines a smooth parametrized surface. Explain your answer. (Your instructors prefer angle bracket notation < > for vectors.) r(u, v) = (cos(u), sin(v), 1), D = {(u, v) | 0 Sus 41,0 S V S 41} r(u, v) with domain D ---Select--- v define a smooth parametrized surface. To be a smooth parametrized surface (", xru(u, v) # O for all (u, v) in the interior of the domain. In this case (?, *Tv , therefore there ---Select--- v (u, v) where (FoxPv)(u, v) = 7.
