SOLUTION: i need help solving this problem (answer in back says 64) log4 X=3
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Algebra: Exponent and logarithm as functions of power
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Question 110973
This question is from textbook
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i need help solving this problem (answer in back says 64)
log4 X=3
This question is from textbook
Found 3 solutions by
stanbon, jim_thompson5910, scott8148
:
Answer by
stanbon(48569)
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log4 X=3
----------
Your problem says the log, or exponent, is 3.
It says the base is 4
It says the result of applying that exponent to that base is "x".
x = 4^3
x = 64
===========
Cheers,
Stan H.
Answer by
jim_thompson5910(21685)
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Start with the given equation
Remember
can be written as
Raise 4 to the third power
So our answer is
Answer by
scott8148(5896)
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a logarithm is the exponent that a base must be raised to, to get some value
(base)^(log)=value ___ 4^3=X