Question

log (base 8) 2 + log (base 4) 2

Answer 1

hey keith can u plz help me on my question

Answer 2

So we have \[log_8(2)+log_4(2)\]
We can use the property \(log_a(b)=\frac{log_{10}(b)}{log_{10}(a)}\)
And simplify the equation to:
\[log_8(2)+log_4(2)=\frac{log_{10}(2)}{log_{10}(8)}+\frac{log_{10}(2)}{log_{10}(4)}\]

Answer 3

hey keith can u plz help me on my question

Answer 4

im kandy44

Answer 5

but it got off conection so now im on my old account

Answer 6

so plz help me keith

Answer 7

Thanks man! Really appreciate it.

Answer 8

keith

Answer 9

Alright Candy. tag me in the question by typing @keithafascalclover

Answer 10

And @dckovach you can simplify the question a little more haha but ill let ya do that. You good?

Answer 11

ok its on kandy44

Answer 12

ok

Answer 13

u got to find it somwe where at the bottom

Answer 14

You cant tag me?

Answer 15

wat does tag mean

Answer 16

Yeah, I can figure it out from here! Thanks for taking the time to solve that equation.

Answer 17

question, not equation