![]() The macro will work for any number of items in the A column, within Excel limits. Permutations Generator Permutations/Anagrams Calculator. Step 3: Click Permutate and copy the resulting email addresses. Tool to generate permutations of items, the arrangement of distinct items in all possible. Step 2: Enter up to three domains at which this contact is likely to have an email address. If (UBound(vresult) = UBound(unique)) ThenĬall PermutationsNPR(vElements, p, vresult, lRow, iIndex + 1)įunction UniqueArray(todoarray As Variant) As Variant Step 1: Enter name information for your contact into the fields provided, including nickname (Jeff vs Jeffery) and middle name (middle initial ok) if available. Sub PermutationsNPR(vElements As Variant, p As Long, vresult As Variant, lRow As Long, iIndex As Integer) VElements = Application.Transpose(Range("A1", Range("A1").End(xlDown)))Ĭall PermutationsNPR(vElements, i, vresult, lRow, 1) The following VBA script created for me this spreadsheet:ĭim vElements As Variant, vresult As Variant It doesn't give me all possible combinations permutations, it just changes what I typed in vertically down a column, and outputs the results horizontally. In column B the VBA gives me (in a single cell): one,two,three In column A, if I type (one word per row): One I have given this a try but it does not seem to work. I would like to be able to type in any number of input values and the input values will be any word, phrase, number, letters, or a combination permutation of all of those. Here is what it should look like if 3 values are given:ĭoes anyone know how to do this in Excel? The output generated should be something like this One How do I go about creating a formula which takes any number of given input values, and then generates an output value with all possible combinations permutations based on the input values given.įor example, if the input values where as following One Therefore, the suggested duplicate does not answer my question. The suggested duplicate always shows column A at the left most position of the output, column b in the middle of the output and column c at the left of the output. The suggested duplicate always provides 3 inputs per variation.įurthermore, my question also asks for variations to show all possible orders of the inputs too. The Atlanta Braves are having a walk-on tryout camp for baseball players. The answer, 210, is displayed in the 'Permutations' textbox, as shown below. The suggested duplicate does not show all possible variations based on the number of options, so an input of 3 can have a variation of 1, 2, and 3 of the inputs. To solve this problem using the Combination and Permutation Calculator, do the following: Enter '3' for 'Subset size'. Please note my question is different from the suggested duplicate.
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |