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Sagot :
If n is an integer and n3 is divisible by 24, The largest number that must be a factor of n is 8.
N3 is a number that is divisible by 24, meaning it can be expressed as 24k, where k is an integer.
This can further be expressed as 8(3k), meaning that 8 is the largest number that is a factor of 24, and therefore must also be a factor of n3. Consequently, the largest number that must be a factor of n3 is 8.
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