Mathematics, 01.03.2021 23:30 lourdess505
Verify the first special case of the chain rule for the composition f∘c in each of the cases:
(a) f(x, y)=xy, c(t)=(et, cost)
(b) f(x, y)=exy, c(t)=(3t2,t3)
(c) f(x, y)=(x2+y2)log√x2+y2,c(t)=(et, e−t)
(d) f(x, y)=xexp(x2+y2),c(t)=(t,−t)
Answers: 2
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Verify the first special case of the chain rule for the composition f∘c in each of the cases:
(a) f...
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