Question

Log base 3 power 3 root 27

Answer 1

Answer:

Rewrite 2727 as 32⋅332⋅3.

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log3(√32⋅3)log3(32⋅3)

Pull terms out from under the radical.

log3(3√3)log3(33)

Rewrite log3(3√3)log3(33) using the change of base formula.

log(3√3)log(3)log(33)log(3)

The result can be shown in multiple forms.

Exact Form:

log(3√3)log(3)log(33)log(3)

Decimal Form:

1.51.5

log3(√27)log3⁡(272)

Answer 2

ANS IS 27 BECAUSE LOG 3 ROOT SEVEN IS HALFED TO 3

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