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Infinite possibilities |
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| Jan20-05, 06:21 PM | #1 |
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Infinite possibilities
this one's easy and totally visual once you know the answer...
what is 90 degrees from infinity? |
| Jan20-05, 06:22 PM | #2 |
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highlight to read (its in LemonChiffon)
+/- infinity*i in complex space. |
| Jan20-05, 06:24 PM | #3 |
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while that may be entirely correct, and to some, easy, that's not something I can even understand. No, it's much easier than that. ;)
Don't overthink this one, the answer smaller than you think |
| Jan20-05, 06:32 PM | #4 |
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Infinite possibilities
If you draw a coordinate axis, like Y vs X but label the axis as "i" for y, and "1" for x, then you have the complex plane. a 90 degree rotation from positive infinity would be my previous answer.
Im stil ltrying to think of what you're answer is... I know I should approach it as a riddle rather than a math problem :( |
| Jan20-05, 06:58 PM | #5 |
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Relax, the answer is under 10 ;)
and yeah, that's a huge hint |
| Jan20-05, 08:44 PM | #6 |
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And over 7 ?
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| Jan21-05, 04:26 AM | #7 |
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I found one answer
90 degrees=90°=\frac{\pi}{2} radians (I hope u see where the infinite comes from)... And is roughly 1.57<10. Daniel. Very curious for another answer... |
| Jan21-05, 04:29 AM | #8 |
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How about
[tex] \arctan \infty =90deg [/tex] |
| Jan21-05, 08:01 AM | #9 |
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You win. The answer is 8. Rotate 8 90 degrees right or left and you have [tex] \infty [/tex] |
| Jan21-05, 09:51 AM | #10 |
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He didnt win!!! He was just doing math!!!
I see what you mean though. |
| Jan21-05, 11:15 AM | #11 |
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No one took my hint seriously !!
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| Jan21-05, 05:56 PM | #12 |
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What did the number 0 say to the number 8?
:Nice belt!:
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