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Rewrite log, a - logo b using properties of logarithms.OA.log, abOB. log, baOC.logsOD. logeReset Selection

Rewrite log, a - logo b using properties of logarithms.OA.log, abOB. log, baOC.logsOD. logeReset Selection
asked 159k views
5 votes
Rewrite log, a - logo b using properties of logarithms.OA.log, abOB. log, baOC.logsOD. logeReset Selection

Rewrite log, a - logo b using properties of logarithms.OA.log, abOB. log, baOC.logsOD-example-1
asked
User FARcRY
by
8.3k points

1 Answer

1 vote

Recall that the quotient property of logarithms states that:


log_nx-log_ny=log_n((x)/(y)).

Therefore:


log_6a-log_6b=log_6((a)/(b)).

Answer:


log_6((a)/(b)).

answered
User Alexander Higgins
by
8.2k points
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