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solve the equation 13^(x-1)=2 ? I think logarithm is needed?
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Yes, you will need logarithms. Can you solve from there? \[\log_{13}2 = x-1 \]
\[\qquad b^{f(x)}=y\\ \log_b b^{f(x)}=\log_b y\\ \qquad f(x)=\log_b y\]
Thank you both for your help!!!!
@brendafn Did you find the answer?
I'm still trying to figure it out using what you gave me @pabloecortez07
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@brendafn Since all you need to solve for is x, just add 1 to both sides :)
Oh okay!!! Thank you @pabloecortez07 :)
@brendafn No problem, glad to help.
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