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The tale of two lines

Posted on 2001-08-07
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Last Modified: 2010-05-02
If I have two lines on a graphic, and for each line I have two coordiantes.

How can I get the coordinates of the intersection between the two in the most efficiant way possible ?
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Question by:Pennywisdom
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7 Comments
 
LVL 18

Accepted Solution

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bobbit31 earned 400 total points
ID: 6361318
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LVL 3

Expert Comment

by:jrspano
ID: 6361321
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LVL 3

Expert Comment

by:DennisL
ID: 6361466
Formula for a Line
x = ay + b

line 1:
x = 3y + 1

line 2:
x = 2y + 3

therefore:

3y + 1 = 2y + 3

((3y - 2y) = (3 - 1))

y = 2

x = 3(2) + 1
x = 7

The coordinates are x = 7, y = 2

The number beside the y controls the pitch.  And the other number controls the height above the x-axis (or y?).  

In terms of programming, you'll probably be able to do it all in one or two lines.  All you really need is the a and b and do some formula against it to get y, then get x.
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LVL 5

Expert Comment

by:jklmn
ID: 6361568
Hi Pennywisdom,

If your lines are controls, try this:

Private Sub Command1_Click()
k1 = (Line1.Y2 - Line1.Y1) / (Line1.X2 - Line1.X1)
c1 = Line1.Y1 - k1 * Line1.X1
k2 = (Line2.Y2 - Line2.Y1) / (Line2.X2 - Line2.X1)
c2 = Line2.Y1 - k2 * Line2.X1
x = (c2 - c1) / (k1 - k2)
y = k1 * x + c1
Print x, y
End Sub
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LVL 3

Expert Comment

by:DennisL
ID: 6361588
Formula for a Line
x = ay + b

line 1:
x = 3y + 1

line 2:
x = 2y + 3

therefore:

3y + 1 = 2y + 3

((3y - 2y) = (3 - 1))

y = 2

x = 3(2) + 1
x = 7

The coordinates are x = 7, y = 2

The number beside the y controls the pitch.  And the other number controls the height above the x-axis (or y?).  

In terms of programming, you'll probably be able to do it all in one or two lines.  All you really need is the a and b and do some formula against it to get y, then get x.
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Author Comment

by:Pennywisdom
ID: 6365156
Thanks alot thats exacly what I needed
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LVL 18

Expert Comment

by:bobbit31
ID: 6365276
no prob, glad to help!
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