If fy exists in a certain neighbourhood of a point (a, b) and fyx is continuous at
(a, b), then by Schwarz's theorem fxy (a, b) exists and
(A) (a,b) =-fyz(a,b)
(B) fv(a,b) = fyr (a, b)
(C) Iv(a,b) + fyx (a,b)
(D) None of these
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Answer:
(B) fv(a,b) =fyr (a,b)
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