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unity such that a(b+c-a)÷\log a =b(c+a-b) ÷ \log b =c(a+b-c) ÷ \log c, to prove a^{b }× b^{a = }b^{c× }c^{b }=c^a × a^{

Answer» unity such that a(b+c-a)÷\log a =b(c+a-b) ÷ \log b =c(a+b-c) ÷ \log c, to prove a^{b }× b^{a = }b^{c× }c^{b }=c^a × a^{


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