Find #12log3#? What does it tell us?

1 Answer
Apr 9, 2017

Answer:

#12log3=5.7252# and this means #3^12# has six digits.

Explanation:

As #log3=0.4771#

#12log3=12xx0.4771=5.7252#

In other words #log(3^12)=5.7252#

As characteristics of log is #5#, it tells us that

#3^12# has #5+1=6# digits.

In fact #3^12=531441#