Question

Which of the following is equivalent to 73 = 343?

log3343 = 7
log7343 = 3
log37 = 343
log73 = 343

Answer 1

I mean
7^3 = 343

Answer 2

there must be some mistake here because i am fairly sure that
\[73\neq 343\]

Answer 3

ooooooh ok
\[b^x=y\iff \log_b(y)=x\]

Answer 4

you need to be able so switch back and forth more or less automatically
\[2^3=8\iff \log_2(8)=3\]
\[7^2=49\iff \log_7(49)=2\]
\[10^6=1,000,000\iff \log_{10}(1,000,000)=6\]
\[

Answer 5

\[\log_{7} 7^{3}=3\]
7^3=343

Answer 6

Thanks Again

Answer 7

ok