Question

log(sub32) n=4/5

Answer 1

\[\huge \log_{32} n = \frac 45\]
if i were you i'd convert this to exponential first. do you know how to

Answer 2

i do not.

Answer 3

here's a hint
\[\huge log_a b = c \Longleftrightarrow a^c= b\]

Answer 4

which is a here?

Answer 5

4/5?

Answer 6

no no no 32

Answer 7

right 32

Answer 8

which is b?

Answer 9

n

Answer 10

and c?

Answer 11

4/5

Answer 12

so now what's \[\huge a^c = b\]

Answer 13

16.

Answer 14

correct

Answer 15

thanks!

Answer 16

\[\huge \color{gold}{\textbf{<tips hat>}}\]

Answer 17

Why dont you just convert it to base 10 ?


log (n) / log(32) = 4/5

log(32) = 5 log(2)

log(n) = (4/5)*(5log(2))

log(n) = 4log(2)

log(n) = log(16)

n = 16