02-12-2009, 09:34 PM | #24 |
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Line Segment (as defined by geometry): a line segment is the sum of all point on a line between two given endpoints
Depending on who wrote this problem, those points on the lines that are clearly shown may or may not be considered "end points" |
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02-12-2009, 09:35 PM | #26 |
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post the answer already.
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02-12-2009, 09:36 PM | #27 |
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02-12-2009, 09:37 PM | #29 |
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02-12-2009, 09:38 PM | #30 | |
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You don't know what a line segment is. Look at this plus sign: + an addition sign is created by two intersecting line segments not four. So, while your attempt at sarcasm is humorous, it's also wrong. So again, I already posted the correct solution as I intersected every line segment in the puzzle only once, with one continuous line. |
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02-12-2009, 09:42 PM | #31 |
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02-12-2009, 09:43 PM | #32 |
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02-12-2009, 09:45 PM | #33 | |
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Quote:
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02-12-2009, 09:47 PM | #34 |
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No, I'm not, from Wiki: "In geometry, a line segment is a part of a line that is bounded by two end points, and contains every point on the line between its end points." The addition sign is created by two intersecting line segments. |
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02-12-2009, 09:50 PM | #35 | |
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Again, from Wiki: http://en.wikipedia.org/wiki/Line_segment "In geometry, a line segment is a part of a line that is bounded by two end points, and contains every point on the line between its end points." and I don't think everyone else is wrong in this case, just you. |
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02-12-2009, 09:55 PM | #36 |
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if you think there are only 8 line segments in this puzzle then you completely are missing the point of the game. the perimeter of the yellow area has 9 segments alone. any 2nd grader could draw a continuous line through each one of the 'lines.'
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02-12-2009, 09:55 PM | #37 | |
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No... every point between the two endpoints is on the line segment, as per the definition of line segment, the endpoints are at the *gasp* end of the drawing. Two intersecting lines or line segments share a point by definition. Just because two lines intersect it does not by definition create a new line segment because the point at which the segments intersect was already a point on one of the existing line segments. |
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02-12-2009, 09:57 PM | #38 |
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No... there are 8 line segments in the puzzle. That *is* the point to the puzzle. You've been tricked.
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02-12-2009, 09:59 PM | #39 |
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02-12-2009, 10:17 PM | #41 |
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**Please note: An intersection between two elements (lines, arrays, etc) is defined as the two element having one or more components in common. A point constitutes an element in my case:
this works in the same way that a parabola with equation y=x^2 intersects the x axis at x=0 |
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02-12-2009, 10:18 PM | #42 | |
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Quote:
Last edited by radix; 02-12-2009 at 10:59 PM.. |
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02-12-2009, 10:44 PM | #44 |
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