If \( \frac{\log a}{y-z}=\frac{\log b}{z-x}=\frac{\log c}{x-y} ; \) prove that \( a^{y+z} \cdot ...

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##11 maths exercise 2.12-10 | if logx/ y-z = logy/z-x = logz/x-y then prove that x y z equal to 1##11 maths exercise 2.12-10 | if logx/ y-z = logy/z-x = logz/x-y then prove that x y z equal to 1
If \( \frac{\log a}{b-c}=\frac{\log b}{c-a}=\frac{\log c}{a-b} \), then \( a^{a} \cdot b^{b} \cd...If \( \frac{\log a}{b-c}=\frac{\log b}{c-a}=\frac{\log c}{a-b} \), then \( a^{a} \cdot b^{b} \cd...
If logx/(y-z) = logy/(z-x) = logz/(x-y) then prove that xyz = 1 | IITJEE Foundation MathsIf logx/(y-z) = logy/(z-x) = logz/(x-y) then prove that xyz = 1 | IITJEE Foundation Maths
If \( \frac{\log a}{b-c}=\frac{\log b}{c-a}=\frac{\log c}{a-b} \), show that \( a^{a} \cdot b^{b...If \( \frac{\log a}{b-c}=\frac{\log b}{c-a}=\frac{\log c}{a-b} \), show that \( a^{a} \cdot b^{b...
If (loga)/(y-z)=(logb)/(z-x)=(logc)/(x-y) and a^(y^(2)+yz+z^(2))b^(z^(2)+zx+x^(2))c^(x^(2)+xy+y^...If (loga)/(y-z)=(logb)/(z-x)=(logc)/(x-y) and a^(y^(2)+yz+z^(2))b^(z^(2)+zx+x^(2))c^(x^(2)+xy+y^...
If `(log x)/(y-z)=(logy)/(z-x) =(logz)/(x-y)`, then prove that: `x^x y^y z^z=1`If `(log x)/(y-z)=(logy)/(z-x) =(logz)/(x-y)`, then prove that: `x^x y^y z^z=1`
If log a/y-z=log b/z-x=log c/x-y, then a b c= (a) a^x b^y c^z (b) a^y+z b^z+x c^x+y (c) 1 (d) All...If log a/y-z=log b/z-x=log c/x-y, then a b c= (a) a^x b^y c^z (b) a^y+z b^z+x c^x+y (c) 1 (d) All...
If \( \log _{a} a b=x \), then the value of \( \log _{b} a b \), is (A) \( \frac{x-1}{x} \) (B) ...If \( \log _{a} a b=x \), then the value of \( \log _{b} a b \), is (A) \( \frac{x-1}{x} \) (B) ...