SOLUTION: Helo, I want to know how to solve this question. Q. Evaluate log 512 to base 2 under root 2 {2^(1/2)} Can you please properly explain how to solve it?

Question 1011952: Helo, I want to know how to solve this question.
Q. Evaluate log 512 to base 2 under root 2 {2^(1/2)}
Can you please properly explain how to solve it?
Found 2 solutions by ikleyn, rothauserc:
Answer by ikleyn(52858) (Show Source): You can put this solution on YOUR website!
.
Helo, I want to know how to solve this question.
Q. Evaluate log 512 to base 2 under root 2 {2^(1/2)}
Can you please properly explain how to solve it?
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? 512 is a special number: it is : 512 = . Equivalently, 512 = , because 2 = . Therefore, = 18.

Answer by rothauserc(4718) (Show Source): You can put this solution on YOUR website!
if you mean this,
(2^(1/2)) / log base 2 of 512
note that log base 2 of 512 is n in the equation 2^n = 512, n = 9 then
2^(1/2) / 9 = 0.15713484 approx 0.16
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