Condense this logarithm

3(logx-2log2)




I got log (x^3/64). Tell me what you get. :)

Use those log properties:

nlog(x) = log(xⁿ)
log(x) - log(y) = log(x/y)

That gives us:

log(x³) - 2log(2³)
= log(x³) - 2log(8)
= log(x³) - log(8²)
= log(x³) - log(64)
= log(x³/64)

I hope this helps!