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Finding combinations that add up to X
Hello, If I have a long list of numbers (both + and -) on a spreadsheet, is there a way of finding possible combinations of two or more of these numbers that add to to a certain figure? Thanks v much, Matthew -- mj6987 ------------------------------------------------------------------------ mj6987's Profile: http://www.excelforum.com/member.php...fo&userid=3526 View this thread: http://www.excelforum.com/showthread...hreadid=530831 |
Finding combinations that add up to X
See this post by Niek Otten a couple of days ago http://tinyurl.com/mngpm
-- HTH Bob Phillips (remove nothere from email address if mailing direct) "mj6987" wrote in message ... Hello, If I have a long list of numbers (both + and -) on a spreadsheet, is there a way of finding possible combinations of two or more of these numbers that add to to a certain figure? Thanks v much, Matthew -- mj6987 ------------------------------------------------------------------------ mj6987's Profile: http://www.excelforum.com/member.php...fo&userid=3526 View this thread: http://www.excelforum.com/showthread...hreadid=530831 |
Finding combinations that add up to X
Hello,
I suggest to look he http://michael-schwimmer.de/vba096.htm It is a nice beautification of Mr. Excel's winning solution of his challenge of the month (August 2002): http://www.mrexcel.com/pc09.shtml And it seems to be quicker than the other solution (I tested with Michael's example). HTH, Bernd |
Finding combinations that add up to X
That's because Harlan's solution is more generic than that, it finds all
combinations that will satisfy the sum, not just one. -- HTH Bob Phillips (remove nothere from email address if mailing direct) wrote in message oups.com... Hello, I suggest to look he http://michael-schwimmer.de/vba096.htm It is a nice beautification of Mr. Excel's winning solution of his challenge of the month (August 2002): http://www.mrexcel.com/pc09.shtml And it seems to be quicker than the other solution (I tested with Michael's example). HTH, Bernd |
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