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# math problem

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Camy made a list of every possible distinct five-digit positive integer that can be formed using each of the digits 1, 3, 4, 5 and 8 exactly once in each integer. What is the sum of the integers on Camy's list?

Dec 12, 2021

#1
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The sum of the integers on Camy's list is 5866608

Dec 12, 2021
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Camy made a list of every possible distinct five-digit positive integer that can be formed using each of the digits 1, 3, 4, 5 and 9 exactly once in each integer. What is the sum of the integers on Camy's list?

The list in the old question is: 1,3, 4, 5, 9.

The list in the new question is: 1, 3, 4, 5, 8

Guest Dec 13, 2021
#2
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(13458, 13485, 13548, 13584, 13845, 13854, 14358, 14385, 14538, 14583, 14835, 14853, 15348, 15384, 15438, 15483, 15834, 15843, 18345, 18354, 18435, 18453, 18534, 18543, 31458, 31485, 31548, 31584, 31845, 31854, 34158, 34185, 34518, 34581, 34815, 34851, 35148, 35184, 35418, 35481, 35814, 35841, 38145, 38154, 38415, 38451, 38514, 38541, 41358, 41385, 41538, 41583, 41835, 41853, 43158, 43185, 43518, 43581, 43815, 43851, 45138, 45183, 45318, 45381, 45813, 45831, 48135, 48153, 48315, 48351, 48513, 48531, 51348, 51384, 51438, 51483, 51834, 51843, 53148, 53184, 53418, 53481, 53814, 53841, 54138, 54183, 54318, 54381, 54813, 54831, 58134, 58143, 58314, 58341, 58413, 58431, 81345, 81354, 81435, 81453, 81534, 81543, 83145, 83154, 83415, 83451, 83514, 83541, 84135, 84153, 84315, 84351, 84513, 84531, 85134, 85143, 85314, 85341, 85413, 85431)>>Total num==120>>Total sum==5,599,944

Dec 13, 2021