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2 = 1
#11
That's why it's inaccurate. Anytime you try to draw a conclusion by dividing by zero, it's no big surprise that you get a wrong result. And he *did* state that *his* "b" was zero. His "b" was initially "a - b" and he said that a = b.)


Quote:Well, it is not wrong but it is inaccurate. If b equals zero, you can't divide there. And you are not telling that b <> 0.
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#12
the only time that Xa = Ya is zero. So, when he divided by zero, it was wrong. But the whole part was invalidated by dividing by zero before (a-b).
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#13
Yes, we already disproved this. http://forum.qbasicnews.com/viewtopic.php?t=2153

This formula doesn't work because at the start of the proof you say that a=b. Now from the axioms of maths your proof is wrong because if a=b and 1=2 we should all be inside that balloon that red_marvin was talking about a while ago. If a=b and 2b=b then a and b *have* to equal zero.

Just read the other thread to see all the disproofs.
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#14
You can't divide by a and b and all that stuff... you lose answers. and where you have 2b = b, the next step should be b = 0. Like everybody else said...
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