Question

log(64)x=2/3 solve

Answer 1

\[\log_{b}x = y \rightarrow x = b^{y} \]

Answer 2

x = 64^(2/3)
just move the base over and push the number on right hand side up as exponent

Answer 3

every log has a base, its the number you put in parenthesis

Answer 4

you need to learn how to go from log form to exponential form and vica versa
answer is 64^(2/3), cubed root of 64 squared use a calculator

Answer 5

1365?

Answer 6

type it in just like i have it...64^(2/3)

Answer 7

or recognize cubed root of 64 is 4
4 squared is 16

Answer 8

o ok sweet thanks mate

Answer 9

np :)

Answer 10

\[\log_{a}y=x \]
\[y=a ^{x}\]
log(64)x=2/3 --->x = 64^(2/3)
x=(16)