8. Let z = F(x, y) be differentiable at (a, b) with Fy (a, b) -I- 0,
Question:
8. Let z = F(x, y) be differentiable at
(a,
b) with Fy
(a,
b) -I- 0, and let I be an open interval containing
a. Prove that if f : 1-+ R is differentiable at
a, f
(a) = b, and F(x, f(x)) = ° for all x E I, then of df --(a,b)
-
(a) = ~a~x _ dx ~:
(a, b)
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