Logbase2(x) = 2logbase2 3 + logbase2 5 - How do you solve this maths

Logbase2(x) = 2logbase2 3 + logbase2 5

log x / log 2 = 2 log 3 / log 2 + log 5 / log 2

Multiply both sides by log 2

log x = 2 log 3 + log 5
log x = log 3^2 + log 5
log x = log 9 + log 5
log x = log 45

x=45

Useful properties of logs:

log(a^b) = b log(a)
log(ab) = log(a) + log(b)

log_2(x) = log_2(9*5) = log_2(45)

x = 45

Logbase2(x) =logbase2 9 + logbase2 5
=logbase2 45
x=45

x=45

base in all of them is equal

log x=log 3^2+log 5
log x=log9*5

x=45