Question

if loga(3)=5 what is the value of a^5

Answer 1

3

Answer 2

if you transform that logarithm equation into exponentials, you get

a^5 =3

Answer 3

a^3 = 5
then a = cube root of 5 = 5^1/3
and a^5 = (5^1/3)^5
that is 5^(5/3)

Answer 4

\[\log_a(3)=5\]
\[a^{\log_a(3)}=a^5\]
\[3=a^5\]

Answer 5

yes a ^5 = 3