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What are all pairs of primes whose sum equals 61

User Ken Shih
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Answer:

Therefore, the pairs of primes whose sum equals 61 are (2, 59), (3, 58), (5, 56), (7, 54), (11, 50), (13, 48), (17, 44), (23, 38), and (29, 32).

Explanation:

To find pairs of primes whose sum equals 61, we need to check which pairs of prime numbers add up to 61.

The prime numbers less than 61 are 2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, and 59.

By checking each pair of prime numbers, we find that the pairs (2, 59), (3, 58), (5, 56), (7, 54), (11, 50), (13, 48), (17, 44), (23, 38), and (29, 32) have a sum equal to 61.

Therefore, the pairs of primes whose sum equals 61 are (2, 59), (3, 58), (5, 56), (7, 54), (11, 50), (13, 48), (17, 44), (23, 38), and (29, 32).

User Islon
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