Question

solve log3(4)

Answer 1

1.90848501887 want me 2 continue on?

Answer 2

yes how do i get that answer can you show me step by step

Answer 3

i punched it in my calc lol

Answer 4

\[\log_{3}\times4\]

Answer 5

but if I do 3^1.908 i get 8.134?

Answer 6

yup!

Answer 7

\[log_3(4)=\]
for reference
\[a^x=y\]
\[log_a(y)=x\]
Your base, a=3
y=4
\[3^x=4\]
to solve for x
\[log(3^x)=log(4)\]
Note, the log with no base, assumes it is base 10, or \[log_{10}\]
\[log(3^x)=xlog(3)=log(4)\]divide both side by log(3) to isolate x
\[x=\frac{log(3)}{log(4)}\]

Answer 8

I did it wrong :/ *sad face*