Question

If p and q are co - prime numbers, then p² and q² are : *

1 point

even

not co - prime

co - prime

none of these

​

Answer 1

Answer:

co-prime

Step-by-step explanation:

For example:-

say, number 35 and 37 which are co-primes.

(35)^2= 1225, factors of 1225 are 1,5,7,25,49 and 1225.

(37)^2= 1369, factors of 1369 are 1,37 and 1369.

As the common factor of the squares of the respective number is only 1.

Therefore, 35 and 37 are co-primes.

So, we can conclude that of two numbers are co-primes then the square of the numbers will also be co-primes.

so, if p and q are co-primes then p^2 and q^2 will also be co-primes.