3log_(3)(5) * log_(3)(4 )

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Steve Byrnes · Answer 1 · 2021-10-28T12:44:44+0000

Answer:

log3 (500)

Explanation:

3 log3 (5) * log3(4)

We know that a log b(c) = log b(c^a)

log3 (5)^3 * log3(4)

We know that log a(b) * log a (c) = loga( b*c)

log3 ((5)^3 * 4)

log3 (125*4)

log3 (500)

3log_(3)(5) * log_(3)(4 )

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3log_(3)(5) * log_(3)(4 )