According to log property $$(\log m)^n = n(\log m)$$
Which one is correct? $$(\log a)^{x+1} = (x+1)\log a$$ OR $$(\log x)^{a+1} = (a+1)\log x $$
According to log property $$(\log m)^n = n(\log m)$$
Which one is correct? $$(\log a)^{x+1} = (x+1)\log a$$ OR $$(\log x)^{a+1} = (a+1)\log x $$
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