Let p be every single digit of pi multiplied together (e.g. 3 × 1 × 4 × 1 × 5 . . . ), but for every seven, instead of multiplying, divide. What is p divided by 7,893,797,430?
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Pi is infinite, so the occurrences of each digit are infinite too. Infinity/Infinity is 0. Dividing 0 by anything is 0, which is our final answer.
Well... Not exactly... As soon as you reach your first zero in pi, everything turns to zero. The whole problem is a trick. Multiplying, dividing, no matter what you do, you can't get anything but zero. So everything else is just a trick.
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Troll problem. :D
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Yeah, haha.
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@Finn Hulse – 7,893,797,430 was this number out of the blue? Thanks
One would still have to check that the first zero indeed happens when multiplying, and not when dividing.
Suppose both are equally valid.
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Yeah, but anything times infinity is infinity. Not just zero.
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Infinity/Infinity is 0 I believe?
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@Lewis Tough – But that would imply that having no infinities is actually infinite. You bring up a very interesting point: Which is more powerful? Infinity or zero? When you multiply them, do you get infinity or zero? But as for infinity/infinity: When you have, say, 3 infinities, do you have still an infinite amount? Yes. That is why anything times infinity is infinity.
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@Finn Hulse – To reduce the confusion, I believe that infinity does not exist. So anything divided by zero is not defined, so division by zero is not defined. Hope it helps!
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The numerator surely contains 0, but so does the denominator, which makes p undefined. Therefore, this problem is incorrect.