Question

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Answer 1

see of you can write 1296 as a power of 6

Answer 2

X=4 :)

Answer 3

\[\log_61296=x\]
\[6^x=1296\]
what x makes 6^x=1296

Answer 4

is that \[e\ln x=2\]

Answer 5

yes

Answer 6

\[\huge \ln x=\frac{2}{e}\]
\[\huge e^{\ln x}=e^{\frac{2}{e}}\]
\[\huge x=e^{\frac{2}{e}}\]

Answer 7

when you post a new question you shud close the old one and start a new question

Answer 8

so whats the answer?
whats xxxx

Answer 9

?????

Answer 10

u sure bcuz i cnt seam to type that in as an answer

Answer 11

\[e \approx 2.6\] use a calculator to evaluate that

Answer 12

i think then your question shud be
\[\huge e^{\ln x}=2\]
\[\huge x=2\]

Answer 13

thanks!!!!

Answer 14

but ur going to have to keep helping me

Answer 15

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