A polynomial `p(x)` satisfies the relation `(x-16) p(2x) = 16(x-1) p(x) AA x in R` Let `p(7) = 135` then

Let P be a polynomial satisfying the equation P(x) P(1/x) = P(x) + P(1/x) AA x gt 0 If P(2) = 33 , then P(3) =…………..

Find all polynomials p satisfying p(x+1)=p(x)+2x+1

Let p(x) be a quadratic polynomial with real coefficient such that for all real x, the relation 2(-1+ p(x)) = p(x-1) + p(x + 1) holds if p(0)=4, p(2)=16. 1) The sum of all coefficient of p(x) is 2) Coefficient of x is 3) If the range of p(x) is (-oo, m), then the value of m is

If P(x) be a polynomial satisfying the identity P(x^2) + 2x^2 + 10x = 2x P(x + 1) + 3 , then P(x) is

Let S denote the set of all polynomials P(x) of degree lt=2 such that P(1)=1 , P(0)=0 and P^(prime)(x)>0,AA a epsilonR [0,1] , then

Let p(x) be a quadratic polynomial with real coefficient satisfying x^(2)-2x+2<=p(x)<=2x^(2)-4x+3AA x in R and suppose p(11)=181. Find p(6)

If P(x) be a polynomial satisfying the identity P(x^(2))+2x^(2)+10x=2xP(x+1)+3, then P(x) is