Question

Which of the following is equivalent to 2^4 =16?
Logarithms

Answer 1

hint:

\[\large b^x = y\]

turns into

\[\large \log_{b}(y) = x\]

Answer 2

would it be log2^16=4?

Answer 3

correct, it is

\[\large \log_{2}(16) = 4\]

Answer 4

can you answer another one?

Answer 5

sure

Answer 6

Which is equivalent to log 6^37 rounded to three decimal places?

Answer 7

use the change of base rule

\[\large \log_{b}(x) = \frac{\log(x)}{\log(b)}\]

Answer 8

would it be 1.677?

Answer 9

no that's incorrect

Answer 10

oh is see its 2.015

Answer 11

good

Answer 12

thanks man

Answer 13

np