Question

log (2)^12

Answer 1

???

Answer 2

\[2+\log_{2} 3\]

Answer 3

Well, I don't know what your question is.

Let n be log₂12. (n = log₂12)
Convert it into exponent form: 2ⁿ = 12, if you want exponent form.

If you want to calculate it, you can simplify log₂12 to ln12/ln2.

Does this help?

Answer 4

To get 2 + log₂3:

log₂12 = log₂(3·4). = log₂4 + log₂3 = 2 + log₂3