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Hi there, Newbie here,
In this Equation:
&
must be a positive integer.How do I find possible values for B easily if I know A?
(Oh and (6B-5) is meant to be a denominator under (A-B) if that's not clear.)
I am a non-maths person but have come up with this equation for some work I'm doing but I have no idea how to work it out!
Would be great if you could help, thanks guys!
If
is a positive integer, then so you can divide the equation above all through by .This is true for all values of
(except ). Hence, letSo if you know
, and what the positive integer must be, you can find as above.Offline
Hi JaneFairfax,
Thanks very much for taking the time to look at my question
The solution to B is great, that's what I was looking for.
But what I'm not sure about, (maybe because I'm not that great at reading maths) is that it seems like you are saying if I want to solve for B
I need to know both what A is and what the positive integer of (A-B)/(6B-5) must be?
But say we make A=16 then
then 'n' can only be 1 or 2 and therefore B = 2 or B= 3. Any higher value on 'n' would not make B a positve integer?So I guess my question is, isn't it possible to find out the 1 or 2 values for B simply by knowing what A is?
Do I have to work out the possible values of 'n' when A=16 by manually substituting them into
I don't know if that made any sense at all?
OK, I need some help here. Kris' problem is an identity, the RHS reduces to A. Does that matter?
B=1 and A>B will satisfy the criteria that
Last edited by bobbym (2009-05-01 00:04:39)
In mathematics, you don't understand things. You just get used to them.
If it ain't broke, fix it until it is.
Always satisfy the Prime Directive of getting the right answer above all else.
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