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Let f:R+→R+ be a function satisfying the relation \(f(x.f(y))=f(xy)+x~for~all~x,y \epsilon R^{+}\). Then limx→0((f(x))13−1(f(x))12−1)= |
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Answer» Let f:R+→R+ be a function satisfying the relation \(f(x.f(y))=f(xy)+x~for~all~x,y \epsilon R^{+}\). Then limx→0((f(x))13−1(f(x))12−1)= |
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