Question

please help the math​

Answer 1

Let

$log_{m}(x) = k$

implies,

${m}^{k} = x$

Now,

${m}^{2 \times 3k} = {x}^{6}$

Substituting x,

${m}^{6k} = {m}^{k\times 6}$

Thus

${m}^{6k} = {m}^{6k}$

Hence proved