Formula To Find Distance Across Points On A Grid
Nov 22, 2008
Havent used a spreadsheet in ages and i'm having a fun time here. Cant seem to get the right formula for what i need. Here is a brief explanation!
I have a grid (not related to excel) of 999 by 999 squares.
The center is basically co-ords 500|500.
Upper left would of course be co-ords 001|001
Upper right would be 999|001
Bottom left would be 001|999
Bottom right would be 999|999
Now, here is what I am trying to do:
I want to have 3 squares chosen out on a spreadsheet I have made . .
1) here i put in the start co-ords (ie: 500|500)
2) here i put in the destination co-ords (ie: 505|510)
3) This is the fun one!!! ... And where I need the help!
I need a formula to put here that will tell me the number of squares I have to cross to get from one to the other!
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Jul 5, 2011
Is it possible to find the minimum distance between two points using two separate lists of different lengths without creating separate columns of equal row sizes
? I am trying to find the shortest distance form one point to another which is a fixed value. I am using the standard distance formula: =SQRT(((X2-X1)^2)+((Y2-Y1)^2)+((Z2-Z1)^2)).
My X1,Y1, Z1, has 2,000 rows in three columns that need to be compared to find the minimum distance from my one row/column of X2,Y2,Z2.
Is there a command that could go through and use each row of the X1, Y1, Z1, while looking for the MIN of the above formula without having to create an equal amount of rows for the X2, Y2, Z2?
I know I could do it by running this out the long way and then finding the min after I do all the math but I am wondering if there is an automated way for Excel to go through and do the forumla and then only return the MIN value?
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I've attached an example document to make this a bit clearer and I've coloured the references on the 'Drivers' sheet to correspond to where they should appear on the 'Matrix' sheet. Sorry if that's a bit garbled. Let me know if you need any clarification.
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Distance equation --> distance between points A and B = sqr root of [(Ax-Bx)^2 + (Ay-By)^2 + (Az-Bz)^2]
This person (see the link) posted the excel equation, and I spent a long time trying to follow it, but can't make sense of it! [URL]
I have attached a summary of the excel I have, and exactly what I'm trying to calculate.
Summary:
1. What is the excel equation to calculate the distance between two 3D coordinates (x,y,z)?
2. What is the excel equation to calculate the angle formed by 3 3D points (again, with x,y,z coordinates)?
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Pasta1.xlsx
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ps: Arrival Time at Destination is only included in case it would be useful to find the answer!
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Code:
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