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Question

Question
Rewrite 36=729
as a logarithmic equation.(1 point)
Responses

log6729=3
log subscript 6 baseline 729 equals 3

log3729=6
log subscript 3 baseline 729 equals 6

log36=729
log subscript 3 baseline 6 equals 729

log7296=3

Answer 1

To rewrite the equation \(36 = 729\) in logarithmic form, we first recognize that the equation relates the number 36 to its power to yield 729.

In logarithmic form, this can be expressed as:

\[ \log_{6}{729} = 3 \]

So the correct answer from your responses is:

log subscript 6 baseline 729 equals 3.