anonymous
  • anonymous
log (base 8) 2 + log (base 4) 2
Mathematics
  • Stacey Warren - Expert brainly.com
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SOLVED
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katieb
  • katieb
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Candy13106
  • Candy13106
hey keith can u plz help me on my question
anonymous
  • anonymous
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: \[log_8(2)+log_4(2)=\frac{log_{10}(2)}{log_{10}(8)}+\frac{log_{10}(2)}{log_{10}(4)}\]
Candy13106
  • Candy13106
hey keith can u plz help me on my question

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Candy13106
  • Candy13106
im kandy44
Candy13106
  • Candy13106
but it got off conection so now im on my old account
Candy13106
  • Candy13106
so plz help me keith
anonymous
  • anonymous
Thanks man! Really appreciate it.
Candy13106
  • Candy13106
keith
anonymous
  • anonymous
Alright Candy. tag me in the question by typing @keithafascalclover
anonymous
  • anonymous
And @dckovach you can simplify the question a little more haha but ill let ya do that. You good?
Candy13106
  • Candy13106
ok its on kandy44
Candy13106
  • Candy13106
ok
Candy13106
  • Candy13106
u got to find it somwe where at the bottom
anonymous
  • anonymous
You cant tag me?
Candy13106
  • Candy13106
wat does tag mean
anonymous
  • anonymous
Yeah, I can figure it out from here! Thanks for taking the time to solve that equation.
anonymous
  • anonymous
question, not equation

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