Question

GCD of a=P×P×Q×R×S and b= P×Q×Q×R×S​

Answer 1

Answer:

GCD=P×P×Q×Q×R×S is answer for your question

Answer 2

Answer:

The GCD of the given numbers a=P×P×Q×R×S and b=P×Q×Q×R×S​ is P×Q×R×S.

Step-by-step explanation:

We are given two numbers a=P×P×Q×R×S and b=P×Q×Q×R×S.

We are asked to find the GCD of a and b.

GCD is nothing but the Greatest Common Divisor. GCD is obtained by multiplying the common factors. Now just write the prime factors for the given numbers and check for the common factors and multiply them to find the GCD.

a=P×P×Q×R×S

b=P×Q×Q×R×S

The common factors in both the numbers are P, Q, R, S

Now, the GCD is given by GCD=P×Q×R×S.

Therefore, the GCD of the given numbers a=P×P×Q×R×S and b=P×Q×Q×R×S​ is P×Q×R×S.