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number of m, so that 23 = remainder 2023:m 2022 Chile NMO L1 P3 - Juniors
number of m, so that 23 = remainder 2023:m 2022 Chile NMO L1 P3 - Juniors
Source:
October 22, 2022
number theory
remainder
Problem Statement
By dividing
2023
2023
2023
by a natural number
m
m
m
, the remainder is
23
23
23
. How many numbers
m
m
m
are there with this property?
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