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Solution to 8n^2>=64nlgn equation

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BAT_MAN

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Can anyone solve this equation

8n^2>=64nlgn
 

how to solve n>8logn

BAT_MAN said:
Can anyone solve this equation

8n^2>=64nlgn

by supposing that log is in base 2 we have :

8n^2>=64nlgn => n>=8logn => 2^n>=n^8 => n=1 (if n is a natural number)
 

    BAT_MAN

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64nlgn = n

8n^2>=64nlog(n)

n=8log(n)
n/8=log(n)

10^( n / 8 )=n

with calculator n~=6.5
 

    BAT_MAN

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8n^2<64nlgn怎么求

If n is integer than is solution n=1 or n>=7.
 

Re: Solve equation

I solve the equation through numerical computation and get n=43 solution at this both equation are equal.
 

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