Question

Which of the following is equivalent to log(16)8?

Answer 1

please help

Answer 2

anyone?

Answer 3

which of the following?
i guess you have to apply change of base formula which is \[\huge\rm log_a b = \frac{ \log b }{ \log a }\]

Answer 4

is this log 8 to base 16? or log 16 to base 8?
what are the multiply choices?

Answer 5

a 2
b.1.248
c. 4/3
d. 3/4

Answer 6

i guess its \[\huge\rm log_{16} 8\]
bec 16 in parentheses

Answer 7

apply change of base formula

Answer 8

You have to rewrite this in exponential form

\(\LARGE \log_{a}b=c \) is the same as \(\LARGE a^c=b \) so...

\(\LARGE \log_{16} 8=x\) is the same as \(\LARGE 16^x=8 \)

Answer 9

0.75 = 3/4