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if log3(4x +1) =2 what is the value of x?
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\[\log _{3} ( 4x+1) = 2\]
any idea?
no
neither do I
rewrite in equivalent exponential form \[\log_b(A)=C \iff b^C=A\] then solve for \(x\)
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thank you, now, I know
now 4x+1=3^2...now you can do it from here...
i got 2 as my answer.
right...
yup
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thank you very much !
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