

MCQOPTIONS
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1. |
If f(x,y)is a function satisfying euler s theorem then? |
A. | (x^2 frac{ ^2 f}{ x^2}+2xy frac{ ^2 f}{ x y}+y^2 frac{ ^2 f}{ y^2}=n(n-1)f ) |
B. | ( frac{1}{x}^2 frac{ ^2 f}{ x^2}+2/xy frac{ ^2 f}{ x y}+ frac{1}{y}^2 frac{ ^2 f}{ y^2}=n(n-1)f ) |
C. | (x^2 frac{ ^2 f}{ x^2}+2xy frac{ ^2 f}{ x y}+y^2 frac{ ^2 f}{ y^2}=nf ) |
D. | (y^2 frac{ ^2 f}{ x^2}+2xy frac{ ^2 f}{ x y}+x^2 frac{ ^2 f}{ y^2}=n(n-1)f ) |
Answer» B. ( frac{1}{x}^2 frac{ ^2 f}{ x^2}+2/xy frac{ ^2 f}{ x y}+ frac{1}{y}^2 frac{ ^2 f}{ y^2}=n(n-1)f ) | |