Question

Uniqueness property?
log2 2
(log base 2 can't write the little 2)

Answer 1

\[\log_2(2)\]

Answer 2

yes sorry I don't know how to make the small 2

Answer 3

solve
\[2^x=2\]for \(x\) in your head

Answer 4

\[2^1=2\]

Answer 5

of course
that makes
\[\log_2(2)=1\]

Answer 6

it is always true that
\[\log_b(b^x)=x\]

Answer 7

so my answer is 1?

Answer 8

yes it is

Answer 9

Thank you!

Answer 10

and if you wanted
\[\log_2(8)\] you would solve
\[2^x=8\] since
\[2^3=8\] that means
\[\log_2(8)=3\]

Answer 11

yw

Answer 12

\[ \log_{4} 16 \] for this would it be \[4^2\] = 16

Answer 13

yes, and therefore
\[\log_4(16)=2\]

Answer 14

ok thank you

Answer 15

yw