My Math Forum Approach reals by 3-smooth numbers

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October 22nd, 2013, 07:43 PM   #11
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Re: Approach reals by 3-smooth numbers

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Originally Posted by icemanfan
Quote:
 Originally Posted by Maurice1969 Thank you all for the replies! It helped me a lot. Is it possible to say now that every positive real can be approached by $3^m / 2^n$ with m and n in $\mathbb{N}$ since it can be very close to one. Thanks again!
My understanding is that this statement is true
Yes.

 October 22nd, 2013, 11:24 PM #12 Math Team     Joined: Mar 2012 From: India, West Bengal Posts: 3,871 Thanks: 86 Math Focus: Number Theory Re: Approach reals by 3-smooth numbers Oh, right, I was thinking about (3/2)^n, sorry.

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