Question

the gcd of any two distinct three digit prime number is

Answer 1

the gcd of any 2 distinct three prime numbers is 1...

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Answer 2

The GCD of any two distinct three-digit prime numbers is 1.

• The Greatest Common Divisor (GCD) of two or more non-zero integers is the largest positive number that divides both of them exactly- in other words, their highest common factor.
• We also know, given prime number a, factors of a are 1 and a.

In the question, we have two distinct three-digit prime numbers p and q (say)

now,

factors of p= 1, p

factors of q= 1, q

⇒ Common factors= 1

⇒ Highest common factor= 1

∴ The GCD of any two distinct 3-digit numbers is 1.

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