Find three integers in arithmetic progression whose product is prime.
This problem sounds like a contradiction. How can a product of three integers be prime?
Oh, wait. How about -3, -1, 1? The product is 3. Ha.
Find three integers in arithmetic progression whose product is prime.
This problem sounds like a contradiction. How can a product of three integers be prime?
Oh, wait. How about -3, -1, 1? The product is 3. Ha.
Great example! It’s clever how you found -3, -1, and 1 as the integers that satisfy the condition.
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