SOLUTION: If 2log (base 8) N=P, log (base 2) 2N=Q and Q-P=4, find N

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Question 778360: If 2log (base 8) N=P, log (base 2) 2N=Q and Q-P=4, find N
Found 2 solutions by psbhowmick, MathTherapy:
Answer by psbhowmick(878) About Me  (Show Source):
Answer by MathTherapy(10556) About Me  (Show Source):
You can put this solution on YOUR website!
If 2log (base 8) N=P, log (base 2) 2N=Q and Q-P=4, find N

highlight_green%28N+=+1%2F2%5E15%29, or highlight_green%28N+=+2%5E-15%29
This solution is for a VERY similar problem (# 777870) that was posted before, in which, p - q = 4 (see problem below).

logarithm/777870 (2013-08-29 08:03:08): If 2 log (base 8) N=p, log (base 2) 2N=q and p-q=4, find N
0 solutions




The answer to this problem, with "q - p = 4" is: highlight_green%28N+=+2%5E9%29, or highlight_green%28N+=+512%29

You can do the check on both!!

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