SOLUTION: find the values of the following without using calculators.
(a)log x^3 / log cube root x where (x is not 1)
I know the answer for this question, but I'm not sure my wa
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Exponential-and-logarithmic-functions
-> SOLUTION: find the values of the following without using calculators.
(a)log x^3 / log cube root x where (x is not 1)
I know the answer for this question, but I'm not sure my wa
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Question 1183438: find the values of the following without using calculators.
(a)log x^3 / log cube root x where (x is not 1)
I know the answer for this question, but I'm not sure my way of doing it is right. Therefore I need someone nice to help me check.
ok after doing some stuff I ended up with log x cube divide by log x to the power of a fraction 1/3. To get 9 the answer I simply "cancel out" the "common factor" log x and proceed with 3/1/3 (as a fraction) = 9 Answer by ikleyn(52800) (Show Source):
You can put this solution on YOUR website! .
find the values of the following without using calculators.
(a)log x^3 / log cube root x where (x is not 1)
~~~~~~~~~~~~~~~
The numerator is = 3*log(x).
The denominator is = = .
Now make your fraction and cancel the common factor log(x) in the numerator and the denominator.
You will get = 9. ANSWER
