Author Topic: Question of the day #5  (Read 6086 times)

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Mark

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Question of the day #5
« Reply #15 on: December 01, 2004, 02:57:29 PM »
Quote from: dubb
A WILD GUESS......pythagorean theorem? in code?

Nope!  that would be (+ (sq a)(sq b)) = (sq c) using our (sq) function from above.
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paulmcz

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Question of the day #5
« Reply #16 on: December 01, 2004, 03:24:03 PM »
cosine of an angle opposite to side 'a', in triangle a-b-c where a=85, b=100, c=80

CADaver

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Question of the day #5
« Reply #17 on: December 01, 2004, 06:03:44 PM »
Man I haven't run a cosine since Fortran IV, no wonder I missed it.   :shock:

What's next Sanscrit?  :wink:

Keith™

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Question of the day #5
« Reply #18 on: December 01, 2004, 11:43:56 PM »
Dangit .... and I was thinking that was what it is....I have not studied trig in so long, I think I have nearly forgot everything that I learned.....
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Mark

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Question of the day #5
« Reply #19 on: December 03, 2004, 09:56:11 AM »
The law of cosines was the answer I was looking for.

Link:
http://faculty.stcc.edu/mcdonald/mm232/Cosines/cosines.htm
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whdjr

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Question of the day #5
« Reply #20 on: December 03, 2004, 11:01:06 AM »
Awesome link Mark.  I checked out some of the other links there and they have some good stuff.

David Bethel

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Question of the day #5
« Reply #21 on: December 03, 2004, 12:01:36 PM »
I use the law of cosines this to determine the points for side-side-side triangle computation.

There would be good challange for you

Determine the points of a triangle based on

1) 1 point is always 0,0,0

2)  the various metheods of drawing constuction
side-angle-side
angle-side-angle
side-side-angle
side-side-side
 
-David
R12 Dos - A2K