Zeros of a polynomial

The zeroes of a polynomial x^(2) +5x-24 are

If the sum and product of zeroes of a polynomial are -2, 3 respectively, then the polynomial is

If sum of zeroes of a polynomial =alpha+beta=-8 and product of zeroes =alphabeta=6 , then form a polynomial whose zeroes are (alpha-beta) and (alpha+beta) .

Define zero of a polynomial.

Polynomial and Its General Form|Degree of a Polynomial|Zeroes of a Polynomial|Quadratic Polynomial|Questions

Polynomial and Its General Form|Degree of a Polynomial|Zeroes of a Polynomial|Quadratic Polynomial|Questions

From the graph read the zeros of the polynomial :

Verify that (i) 4 is a zero of the polynomial , p (x) = x -4. (ii) -3 is a zero of the polynomial , q (x) = x+3. (iii) (2)/(5) is a zero of the polynomial , f (x) =2 - 5x. (iv) (-1)/(2) is a zero of the polynomial , g (y) = 2y +1.

Zeroes of Polynomials

Which of the following is a zero of the polynomial x^(3) - 8 ?