A and b are two positive integers such that the least prime factor of a is 3 and least prime factor of b is 5 tgen calculate least prime factor of a+b
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Let a = 3x, b = 5y
Therefore, a + b = 3x + 5y
Observe that both the terms are odd numbers. When you add two odd numbers, the resulting sum will always be an even number. Hence, the least prime factor of a + b is 2
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5+3=8
Its prime factors = 2×2×2
Therefore least prime factor of a+b=2
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