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Old 11-30-05, 11:24 PM   #46 (permalink)
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Doesn't look to me that it has a single solution either unless I am missing something. If I understand the diagram correctly the upper and lower lines are parallel but unless the intersection point is perpendicular then I don't see a single solution. I don't see anything that would define the distance between the parallel lines.
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Old 12-01-05, 12:42 AM   #47 (permalink)
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Originally Posted by bnlsn
Try this:

Find x
i think its 16.3 i will give how i got it if i am right
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Old 12-01-05, 10:12 AM   #48 (permalink)
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Well, using the pythagorean theorem you can calculate the top half of the line X, I skipped geometry, so I dunno how you would find the rest
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Old 12-01-05, 10:15 AM   #49 (permalink)
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pythagorean theorem requires a right triangle so that wont work
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Old 12-01-05, 10:23 AM   #50 (permalink)
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O yeah... Like I said, I skipped geometry ;-)
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Old 12-01-05, 11:52 AM   #51 (permalink)
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Does the little > on the top and bottom line mean something?
Is "x" the whole line or just the segment from the 17 line to the intersection in the middle?
The center intersection looks perpendicular, is it meant to be?
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Old 12-01-05, 12:36 PM   #52 (permalink)
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Originally Posted by uzziah0
Does the little > on the top and bottom line mean something?
Is "x" the whole line or just the segment from the 17 line to the intersection in the middle?
The center intersection looks perpendicular, is it meant to be?
The > means that the two lines are parallel. Since the 14 is only to the intersection of the lines, I would assume that x would also just be the first line segment. Since there is no specific indication that the intersecting lines are perpendicular, I would say that you can't assume that they are.

I think that you can solve it just regarding the top lines as a triangle and disregarding the lower lines. Some things that will help are that a+b+c=180, where a, b and c are interior angles in the triangle. Also, if I remember my geometry correctly, a/14 = b/x = c/17 if a is the interior angle opposite the side that is of length 14, b is the interior angle opposite of x, and c is the interior angle opposite of 17.

Another equation that might help is 17^2=14^2+x^2-2(17)(14)(x)*cos(c).

I just don't have the time to solve the equations.

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Old 12-02-05, 08:40 PM   #53 (permalink)
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Fun?

Okay Steve:

Try this on for size! :)

http://www.arseiam.com/index2.htm

Mathematics, go for it! :hide:
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Old 12-02-05, 09:41 PM   #54 (permalink)
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Tankman, that looks like flash, not mathematics. It is cool, though.
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Old 12-02-05, 09:48 PM   #55 (permalink)
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Math

Originally Posted by stevenator65
Tankman, that looks like flash, not mathematics. It is cool, though.
Yep, flashy but, you're hurting OklahomaMama's gray
matter with all your mathematical theory!
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Old 12-03-05, 07:33 PM   #56 (permalink)
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I have an excellent math joke. Perfect for the holiday season.

Why do math majors confuse Halloween with Christmas?
Because Oct 31 = Dec 25

:)
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Old 12-04-05, 07:46 PM   #57 (permalink)
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Math

Originally Posted by forkyfork
I have an excellent math joke. Perfect for the holiday season.

Why do math majors confuse Halloween with Christmas?
Because Oct 31 = Dec 25 :)
What is the difference between picnic and panic?

See, ya don't know.

Twenty-eight [28] days!
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Old 12-04-05, 09:37 PM   #58 (permalink)
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Since nobody seems to have gotten this yet:

It said "Find X", not "Find the value of X".
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Old 12-04-05, 09:43 PM   #59 (permalink)
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OK here you go, take a case of budwieser, add one retired jarhead and the result is....



....24 empty bottles and a vulgar poem writen in yellow in the snow...
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Old 12-04-05, 09:43 PM   #60 (permalink)
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Originally Posted by bnlsn
Since nobody seems to have gotten this yet:

It said "Find X", not "Find the value of X".
That is "X" all right
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