Question 564027: Select all statements that are true
ln logb (N), the exponent is N.
Log (500) is the exponent on 10 that gives 500.
If log1.5 (8) = x, then x^1.5= 8
logb (A) = logb (A-B)
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logb (B)
If 2 log3 (81) = 8, then log3 (81) = 4
Answer by stanbon(75887)   (Show Source):
You can put this solution on YOUR website! Select all statements that are true
ln logb (N), the exponent is N.
False; N is the anti or inverse log.
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Log (500) is the exponent on 10 that gives 500.
True ; the log is the exponent of 10 that gives you 500.
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If log1.5 (8) = x, then x^1.5= 8
False : 1.5^x = 8
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logb (A) = logb (A-B)
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logb (B)
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False: Log[A/B] = log(A)-log(B)
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If 2 log3 (81) = 8, then log3 (81) = 4
True: Divide both sides by 2 and you get log3(81) = 4
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Cheers,
Stan H.
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