use the log of a quotient property to rewrite the expression below.
log[5](1/8).
I got this answer 1-log[5](8)
log[5](1/8).
I got this answer 1-log[5](8)
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dividing logs is the same as subtracting
log[5](1/8)
means
log[5]1 - log[5]8
5 to the what power = 1?
0!
therefore, log[5]1 = 0
so it's just -log[5]8
log[5](1/8)
means
log[5]1 - log[5]8
5 to the what power = 1?
0!
therefore, log[5]1 = 0
so it's just -log[5]8
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log[5](1/8)=log[5](1)-log[5](8)
log[5](1) is 0,...since 5^0=1
so your answer is -log[5](8)
log[5](1) is 0,...since 5^0=1
so your answer is -log[5](8)