The HCF of the polynomials 9(x+a)p (x-b)q (x+c)r and 12(x+a)p+3 (x-b)q

1.	The HCF of the polynomials 9(x+a)p (x-b)q (x+c)r and 12(x+a)p+3 (x-b)q-3 (x+c)r+2 is ________ 3(x+a)6 (x-b)6 (x+c)6 then the value of p+q-r is _________
Answer» The HCF of the polynomials 9(x+a)^p (x-b)^q (x+c)^r and 12(x+a)^p+3 (x-b)^q-3 (x+c)^r+2 is ________ 3(x+a)⁶ (x-b)⁶(x+c)⁶ then the value of p+q-r is _________

The HCF of the polynomials 9(x+a)p (x-b)q (x+c)r and 12(x+a)p+3 (x-b)q-3 (x+c)r+2 is 3(x+a)6 (x-b)6 (x+c)6 then the value of p+q-r is _

Answer»

The HCF of the polynomials 9(x+a)^p (x-b)^q (x+c)^r and 12(x+a)^p+3 (x-b)^q-3 (x+c)^r+2 is ________

3(x+a)⁶ (x-b)⁶(x+c)⁶ then the value of p+q-r is _________