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#121 |
FFR Player
![]() Join Date: Sep 2006
Location: it's a mystery oooo
Posts: 3,221
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#122 |
FFR Player
![]() Join Date: Dec 1969
Location: New York City, New York
Posts: 8,340
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![]() D: oh noes
Here's a fairly cool one (don't use Google for this -- it's actually not hard, and is kinda rewarding to figure it out on your own): Prove that the sum of a triangle's angles will always equal 180 degrees.
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https://www.youtube.com/watch?v=0es0Mip1jWY Last edited by MrRubix; 11-17-2008 at 06:50 PM.. |
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#123 |
FFR Player
![]() Join Date: Sep 2006
Location: it's a mystery oooo
Posts: 3,221
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![]() Here's another...
FFR purchases a race car. What number is assigned to it? |
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#124 |
FFR Player
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definitely posted the answer first
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#125 |
caveman pornstar
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202
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http://www.youtube.com/watch?v=IREnpHco9mw |
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#126 |
FFR Player
![]() Join Date: Sep 2006
Location: it's a mystery oooo
Posts: 3,221
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![]() Haha, dore got it immediately. -_-
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#127 |
caveman pornstar
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![]() it randomly clicked... dunno why
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http://www.youtube.com/watch?v=IREnpHco9mw |
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#128 |
FFR Player
![]() Join Date: Dec 1969
Location: New York City, New York
Posts: 8,340
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![]() I don't follow that one, haha
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https://www.youtube.com/watch?v=0es0Mip1jWY |
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#129 |
caveman pornstar
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![]() I like how the number applies as well.
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http://www.youtube.com/watch?v=IREnpHco9mw |
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#130 |
FFR Simfile Author
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![]() Number problems
![]() 1, 6, 20, 51, 189, 517, 2197, 4823, 14496, ?
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#131 |
FFR Player
![]() Join Date: Sep 2006
Location: it's a mystery oooo
Posts: 3,221
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![]() #3 (this one is sorta cheesy/corny lol)
You're playing some good ol' Super Smash Bros with your friend FFR. How many times does Link fire his bow at Yoshi before the match is over? |
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#132 |
caveman pornstar
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![]() ![]() L is parallel to M Side AB lies on M C lies on L angle x and angle x' are equal because of whatever theorem that is same with the angle y's x'+y'+z=180 because of that other theorem ergo x+y+z=180 EDIT k I had a diagram but it's not showing up so just guess nm there it is
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http://www.youtube.com/watch?v=IREnpHco9mw Last edited by dore; 11-17-2008 at 07:12 PM.. |
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#133 |
FFR Player
![]() Join Date: Dec 1969
Location: New York City, New York
Posts: 8,340
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![]() Nice, Dore
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https://www.youtube.com/watch?v=0es0Mip1jWY |
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#134 | |
caveman pornstar
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![]() Quote:
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http://www.youtube.com/watch?v=IREnpHco9mw |
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#135 |
FFR Player
![]() Join Date: Sep 2006
Location: it's a mystery oooo
Posts: 3,221
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![]() You're correct once again. I should ban you from answering these, lmao.
#4 (probably easy) Choppy crystals Balance Smooth grains All three embody a single character. |
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#136 |
caveman pornstar
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![]() that's why i did white text 'cause I didn't want to ruin it for everyone else
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http://www.youtube.com/watch?v=IREnpHco9mw |
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#137 |
FFR Player
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![]() gah! this thread makes my head hurt
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#138 |
FFR Player
![]() Join Date: Sep 2005
Posts: 79
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![]() Ok, a new problem. Calculus.
Take a non-zero number N. The sum (1 + 1 + 1 + .... + 1) has N copies of the integer 1 in it. Therefore, (1 + 1 + 1 + 1 + ... + 1) (with N ones) = N. Multiply both sides by N. Now the left hand side distributes. (N + N + N + N + N ...) = N^2 Take the derivative with respect to N. Because the derivative is a linear operator, it too distributes over sums. Now we have: (1 + 1 + 1 + 1 + 1 .... ) = 2*N N = 2N Because N is non-zero, 1 = 2. Disprove. There are two reasonable flaws. Find both of them. and because N is non-zero |
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#139 |
FFR Player
![]() Join Date: Sep 2006
Location: it's a mystery oooo
Posts: 3,221
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![]() Thread...losing...momentum...must...save...
#5 Silence isn't always golden, in which case, what is it? |
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#140 | |
FFR Simfile Author
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Nobody bothered with my last problem. So... Eight hooks are attached to the corners of a giant cubical wooden box, one hook at each corner. String is stretched between each and every pair of hooks. Rubix walks along the strings, always remaining in contact with one of them and changing directions only at the hooks, not at any other points at which two or more strings are contiguous. Rubix never walks along the same length of string twice, although he may pass another string at an angle. Of the twenty-eight string segments between pairs of hooks, what is the maximum number Rubix may traverse under these conditions?
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