Question

Rewrite the expression below in logarithmic form:
6 x 4 = 1514

Answer 1

ok ddi you use my formula?

Answer 2

log4 1024=5

Answer 3

@KamiBug

Answer 4

Take the logarithm (base 4) of both sides.

Answer 5

Apply log base 4
\(\log_4 4^5= \log_4 1024 ====> 5=\log_41024\)

Answer 6

logb x=y if and only if b^y=x

Answer 7

where x>0, b>0, and bdoesnt =1.

Answer 8

1024 can be reduced

Answer 9

try getting power of 4 from 1024

Answer 10

log4 1024=5

Answer 11

no, why are you doing that!
forgot about the left side for the moment
focus on reducing \(\log_41024\)