If `p(x) = (x - 4)^p (x + 6)^5, q(x) = (x + 6)^q (x - 4)^6` and `LCM` of `p(x)` and `g(x)` is `(x - 4)^6 (x + 6)^q`, then find the maximum value of `(p - q)`

If f(x)=(x+2)^(7)(x+4)^(p),g(x)=(x+2)^(q)(x+4)^(9) and the LCM of f(x) and g(x) is (x+2)^(q)(x+4)^(9) ,then find the maximum value of p -q

If P (x) = (x ^(3) - 8) (x +1) and Q (x) = (x ^(3) +1) (x - 2), then find the LCM of P (x) and Q (x).

If P (x) = (x^(3) -8) (x+1) and Q (x) = (x^(3) +1) (x-2) , then find the LCM of P(x) and Q (x) .

If p(x) = x^3+3 and q(x)= x-3 then find the value of p(x).q(x)

If p/q = 6/5 , then find the value of the ratio (5p-6q)/(3p+4q)

If P = ( x ^(2) - 36)/( x ^(2) - 49) and Q = ( x + 6)/(x - 7) , then find the vlaue of ( P )/( Q).

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

If x=(6pq)/(p+q) , then find the value of (x+3p)/(x-3p) +(x+3q)/(x-3q)

If p (x) = x ^(2) -4x+8 and q 9x)=x-3, what is the value of (q (p (5)))/(p (q (5))) ?