I posted this on the notice board of my university maths department. It took four days for someone to point out what went wrong. Let's see how the Escapist forum denizens fare.
I have one mobile phone in my right hand
In my left hand I have 0 mobile phones
I move the phone from my right hand to left, minusing the 1, leaving my with 0 phones in my right hand, but now having one phone in my left
the 1 and zero are constant
I'm not very familiar with imaginary numbers like i (of which I only now it's the square root of -1) and I don't know the two formulas used here. However, after having looked that up on Wikipedia this seems to be right. I have no idea where the flaw is, but it's probably some limitation on using i.
I have one mobile phone in my right hand
In my left hand I have 0 mobile phones
I move the phone from my right hand to left, minusing the 1, leaving my with 0 phones in my right hand, but now having one phone in my left
the 1 and zero are constant
Ah, but that's different in algebra. In algebra, it would be something like this:
0=x (I'm using x instead of 1 as that just wouldn't make sense)
minus x
-x=o Which works as x=0 and there is no negative 0, so -x must also equal zero, because in algebra, what you do to one side must be done to the other. So in your example, you would have to take away a mobile phone from your left hand as well.
I posted this on the notice board of my university maths department. It took four days for someone to point out what went wrong. Let's see how the Escapist forum denizens fare.
Second line after "raise both sides to pi/x" doesn't make sense to me. Not sure if that's the flaw but I'd be using a logarithm to solve that (might be what you've done, but I've already spent too much of my time doing this instead of structural mechanics to bother checking).
Someone once asked me to explain at what point in time I'd be able to use the catchphrase "The Square Root of Nine is Three!" I forgot to respond and never answered them. This thread is just such an occasion
Guys, I know it's wrong. That's not the purpose of this thread. I'm trying to see if anyone can spot the precise point at which the mathematics breaks down and we end up with the incorrect conclusion.
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