Difference between revisions of "2024 AMC 8 Problems/Problem 28"
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=Problem= | =Problem= | ||
| − | + | How many sets of five distinct integers whose product is 10000 are exist. note all letters have different value and no replacing. | |
A=1567 | A=1567 | ||
| − | B=1440 | + | $\boxed{B=1440} |
C=2345 | C=2345 | ||
D=1234 | D=1234 | ||
E=1300 | E=1300 | ||
| − | + | {{delete|No such problem}} | |
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| − | {{delete| | ||
Latest revision as of 20:22, 26 February 2025
Problem
How many sets of five distinct integers whose product is 10000 are exist. note all letters have different value and no replacing. A=1567 $\boxed{B=1440} C=2345 D=1234 E=1300
| This article has been proposed for deletion. The reason given is: No such problem
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