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Compute the Jacobian J(u,v) for the following transformation. T: X = 8u cos (TV), y = 8u sin (TV) Choose the correct Jacobian determinant of

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Compute the Jacobian J(u,v) for the following transformation. T: X = 8u cos (TV), y = 8u sin (TV) Choose the correct Jacobian determinant of T below. a a O A. J(u,V) = a (8u cos (TV)) (8usin (TV)) - (8u cos (TV)) (8usin (TV)) a a O B. J(u,v) =- (8u cos (TV))-(8u cos (TV)) - (8u sin (TV) (8usin (TV)) a a O c. J(u,v) = 2 (8usin (TV) av (8u cos (TV)) - my (8usin (TV) 24 (8u cos (TV)) a a a O D. J(u,v) = (8usin (TV) (8usin (V) - (8u cos (TV)) (8u cos (TV)) Compute the Jacobian. J(u, V ) =

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