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| Impossible Math |
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| AGlass0fMilk:
I found the answer, it equals: 01000001010000010100000101000 001010000010100000101000001 AHHHHHHHH |
| FlyGuy45:
--- Quote from: AGlass0fMilk on July 29, 2009, 12:57:21 PM ---I found the answer, it equals: --- End quote --- The quickest way out of a hole is to stop digging. |
| Loz:
--- Quote from: FlyGuy45 on July 29, 2009, 12:58:04 PM ---The quickest way out of a hole is to stop digging. --- End quote --- Wait a minute. If you've dug a 20 feet deep hole, even if you stop digging, you still won't be getting out of it (unless you can rocket jump.) |
| AGlass0fMilk:
Can you throw me a rope or something? |
| Muffinmix:
I think the part that confuses people is this line which comes after cases in which any variable you switch with y or x (keeping in mind y = x) should also accept any variable. But it's a completely different equation. (x+y)(x-y) = y(x-y) The math is impossible because the equation is already limited to only one possible outcome, which is x = y = 0, unlike the previous equations where x = y = anything-under-the-sun, and so you need to start paying attention to what your operations do simultaneous to other operations. Here's the kicker, which can be looked at from a different angle other then "Omg divide by zero" When you perform the elimination to get from the first step to the second step here, 2y = y (2y / y = y / y) 2 = 1 You are simultaneously assuming y can be substituted as 1 through a similar operation with the exact same result 2y = y 2(1) = (1) 2 = 1 which is impossible as you can see from the inequality and further up the equation chain. It is possible if you eliminate y by substituting it as zero, but other then that an elimination operation like that division breaks the rules by simultaneously stating x = y = 1. |
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