what is the value of log5 25? 2 5 0.699 1.398
the base to what power is 25
\[\huge \log_{b} x = y~~~or~~~b^y=x\]
it says log5 and the 5 is little, I just don't know what symbol to use to show it
Well first we use the power of love to mathematically solve.
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what number do you raise 5 to the power of to get 25?
love
2?
Charolette I really don't think that's funny. In genuinely trying to get help so get off my problem
\[\huge \log_{5} \] when you see this 'log', although it could be l*o*g, think of it as a sentence that reads, "What power do i have to raise this small number to in order to get" Here is says,"what power do i have to raise 5 to, in order to get"
5^(power) = 25 5*5 = 25, you need 2 of em , 5^2=25
Okay, so the answers 5? I tried that and I got a huge number
\[\huge \log_{5}25 = 2 \]
5 to the second power is 25
Ohhh, so it's 2! Okay thank you! I thought that in the beginning but wanted to double check :) thank you again!
What power do you have to raise 5 to, to get 25?", answer, 2
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