The GCF of two numbers is 479. One number is even, and the other number is odd. Neither number is divisible by the other. What are the smallest values these two numbers could be?
The greatest common factor (GCF) of two numbers is 479. One number is even, and the other is odd. Neither number is divisible by the other. What are the smallest possible values for these two numbers?
1 Answers
Feb 13, 2025
The two smallest prime numbers are 2 and 3 (the only even prime number is 2). The number 3 is odd, and they are not divisible by each other (hence they are both prime). Additionally, 479 is a prime number. Therefore,
479 * 2 = 958
479 * 3 = 1437
The answers are 958 and 1437.
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