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anyone good with excel '07?

  • Thread starter Thread starter 5.0Torx
  • Start date Start date Sep 30, 2008

5.0Torx

Active Member
Dec 30, 2007
252
3
29
Sep 30, 2008
#1
  • Sep 30, 2008
  • #1
hey all

im working on a little excel spreadsheet. ive got a few trendlines approximating some plotted curves, and i'd like to have excel tell me what the x and y coordinates are for the intersection between the two trendlines. Ive been searching around excels help, and google, and have come up with nothing very useful...Can anyone help me out?
 
M

mavmavv

New Member
Nov 21, 2007
185
0
0
Sep 30, 2008
#2
  • Sep 30, 2008
  • #2
Can you post the spreadsheet or the formulas you are using? That would make it a lot easier for people to help.
 

NIKwoaC

中國製造
15 Year Member
Oct 31, 2006
5,525
943
214
Chengdu Province
Sep 30, 2008
#3
  • Sep 30, 2008
  • #3
I'm sure there is some way to do it in Excel, but I can't say I know off hand. Here is how it is done mathematically:

Take your two equations for each line/curve. Let's say you have

y=3x+7 and y=-2x+4

Because you want the point at which each line intersects, you are looking for the same value in x & y for both equations. So we can say this:

3x+7=-2x+4

So you can solve for the same x value. Once you solve for x (here, x=-0.6), you can solve for y in either of the original equations, and then you have your x & y at which the two lines intersect. In this example, you end with x=-0.6 and y=5.2. You can follow the same method for more complex equations, too, like parabolas, but in that case, you can have more than one intersection point.
 

5.0Torx

Active Member
Dec 30, 2007
252
3
29
Sep 30, 2008
#4
  • Sep 30, 2008
  • #4
yeah i know how to do it on paper but i just wanted to do it in excel and have it nice and pretty in my graph

the equations im trying to intersect are

y= -3.6829x^2 + 179.36x + 614.26
and
y= -.7772x^2 + 63.292x + 364.89

i know by inspection that they should meet at around 38-42 for the x value. y should be 1800 ish. (i havent done the calculation by hand yet)
 
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