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In need of a mathematician

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guusjo13 is not online. guusjo13
Joined: 09 Jul 2010
Total Posts: 1014
28 Feb 2016 08:08 AM
So basically, you've got two right-angled triangles, the first one;
Side A = (n+1)
Side B = (n-1)
Side C = d1

the second one
Side A = (n+2)
Side B = (n-2)
Side C = d2

Problem to be solved is the difference between d2 squared and d1 squared
The answer I found was 0, but is this mathematically possible without every single side being equal to 0, which would make the triangle a dot?
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guusjo13 is not online. guusjo13
Joined: 09 Jul 2010
Total Posts: 1014
28 Feb 2016 08:10 AM
n is nowhere defined to be a constant number or a variable, by the way
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Replaced is not online. Replaced
Joined: 15 Jul 2009
Total Posts: 55335
28 Feb 2016 08:12 AM
undefined?
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guusjo13 is not online. guusjo13
Joined: 09 Jul 2010
Total Posts: 1014
28 Feb 2016 08:13 AM
@Reloaded; applying Pythagoras I discovered d2-d1 to be equal to 0, which would mean n is a variable that renders each side on both triangles to equal 0, which'd be very odd
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chatowillwin is not online. chatowillwin
Joined: 21 Jan 2014
Total Posts: 8417
28 Feb 2016 08:18 AM
Sorry, but im not doing your math homework for you


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guusjo13 is not online. guusjo13
Joined: 09 Jul 2010
Total Posts: 1014
28 Feb 2016 08:28 AM
@chat, I did my homework, but it's bothering me a lot that the answer I found is 0, I just want to know if it;s possible and how it's possible if it is.
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chatowillwin is not online. chatowillwin
Joined: 21 Jan 2014
Total Posts: 8417
28 Feb 2016 08:32 AM
Well in my 71 seconds of solving, i dont think these triangles can be formed, it would colapse into a line


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guusjo13 is not online. guusjo13
Joined: 09 Jul 2010
Total Posts: 1014
28 Feb 2016 08:36 AM
A single dot even, by my calculations, so it's a trick question?
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chatowillwin is not online. chatowillwin
Joined: 21 Jan 2014
Total Posts: 8417
28 Feb 2016 08:38 AM
Not exactly a "trick" but the answer can not be given, because no triangle can be formed


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