Question

hey friends please answer

Answer 1

If a is any positive real number(except 1), n is any rational number and a^n = b, then n is called logarithm of b to the base a.
a^n = b only if log a b = n

Hence log x 10 = a
10 = x^a

Hope it helps☺☺

Answer 2

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LOGARITHM PROPERTY :-

$= > log_{e}x = a \\ \\ = > x = {e}^{a} \: \: \: \: \: \: ...(eq _{1})$
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THEN

$= > log_{x}10 = a \\ \\ = > 10 = {x}^{a} \: \: \: \: ======================================== -_-_-_☆[tex]BE \: \: \: BRAINLY$☆_-_-_-