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Kajol
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doubt
Suppose f(x,y) where x and y are real, is a differentiable function satisfying the following properties:
1) f(x+k,y) = f(x,y) + ky;
2) f(x, y+k) = f(x,y) + kx;
3) f(x,0) = m, where m is a constant
Then f(x,y) is given by
(A) m + xy
(B) m+x+y
(C) mxy
(D) none of the above
samuraijack
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Re: doubt
Answer a)
solve it from options
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