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2. Let Φ(u, u) = (u + 2u, u + 2v, u). Compute a)u, ) b) (u, u) means: make a vector whose components are the partial deriva- tives with respect to u of the components of Φ(u, u) 3. Repeat Problem 2 with Φ(u, v) = (u2 + ut, 1,2-ut, u + u) 4. Repeat Problem 2 with Φ(u, u) = (u2 + U2, u2-U2,0)
2. Let Φ(u, u) = (u + 2u, u + 2v, u). Compute a)u, ) b) (u, u) means: make a vector whose components are the partial deriva- tives with respect to u of the components of Φ(u, u) 3. Repeat Problem 2 with Φ(u, v) = (u2 + ut, 1,2-ut, u + u) 4. Repeat Problem 2 with Φ(u, u) = (u2 + U2, u2-U2,0)
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