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At least six people asked me to share the results of my hunt for the ISBN formula (or algorithm). The rule is given below, together with an example that I have added to check it out: ********************************************************************* (Relayed from Marjorie McPherson) > From another list I'm on: > > > >Does anyone have the formula for calculating the 10th digit (check > digit) for > >an ISBN from the other 9 digits? > > Multiply the first digit by 10, the second digit by 9, the third > digit by 8, > the fourth digit by 7, the fifth digit by 6, the sixth digit by 5, > the > seventh digit by 4, the eighth digit by 3, and the 9th digit by 2. > Divide > the sum of these products by 11. Use the remainder as the check > digit (if > the remainder is 10, use "X"). > > Forsan et haec olim meminisse iuvabit. > Gary L. Strawn > mrsmith@nwu.edu > Authorities Librarian, etc. > Northwestern University ************************************************************ Jim Again. This example is from the paperback second edition of the AACR2 handbook: 0-8389-0301-0 0x10 = 0 8X9 = 72 3X8 = 64 8X7 = 56 9X6 = 54 0X5 = 0 3X4 = 12 0X3 = 0 1X2 = 2 TOTAL = 220 240/11 = 23 Remainder (Check digit)= 0 It works. I checked the 1987 Canadian World Almanac (paperback) and it did NOT check out: 0 x 10 - 7 x 9 =63 7 x 8 =56 1 x 7 = 7 5 x 6 =30 - 3 x 5 =15 9 x 4 =36 9 x 3 =27 3 x 2 = 6 2 240 / 11 = 21 Remainder 9 But hey, this is an Almanac, factual accuracy doesn't matter, right? Jim Bruce