The number of ordered pairs of different prime numbers whose sum is not exceeding 26 and difference between second number and first number cannot be less than 10 .

Question

The number of ordered pairs of different prime numbers whose sum is not exceeding 26 and difference between second number and first number cannot be less than 10 . (A) 8 (B) 9 (C) 10 (D) 11

Tardigrade Admin · Accepted Answer

Write the prime numbers up to 23 , find the order pairs such that x+y ≤ 26 and y-x>10.

Q. The number of ordered pairs of different prime numbers whose sum is not exceeding 26 and difference between second number and first number cannot be less than 10 .

8

9

10

11

Write the prime numbers up to 23 , find the order pairs such that $x + y \leq 26$ and $y - x > 10$ .

Q. The number of ordered pairs of different prime numbers whose sum is not exceeding 26 and difference between second number and first number cannot be less than 10 .

8

9

10

11

Write the prime numbers up to 23 , find the order pairs such that x+y≤26 and y−x>10.

Write the prime numbers up to 23 , find the order pairs such that $x + y \leq 26$ and $y - x > 10$ .