If this is supposed to be :
3 log (2x) = 4 we can write this as
log(2x)^3 = 4
log (8x^3) = 4 which says that
10^4 = 8x^3
10,000 = 8x^3 divide both sides by 8
1250 = x^3 take the cube root of both sides
x = 5∛10
If this is suppoosed to be
3log2 x = 4 then we can write
log2 x^3 = 4 and we have that, in exponetial form
2^4 = x^3
16 = x^3 take the cube root of both sides
2∛2 = x