A quadratic polynomial has one of its zeros as 1 + `sqrt(5)` and it satisfies p(1) = 2. find the quadratic polynomial.

Write one quadratic polynomial that has one zero.

Find a quadratic polynomial with zeroes -2 and 1/3 .

Write three quadratic polynomials that have no zeroes.

Find the quadratic polynomial whose zeroes are 2 and (-1)/(3)

Find a quadratic polynomial whose zero are (2+sqrt(5))/(2) and (2-sqrt(5))/(2)

Write three quadratic polynomials that have 2 zeroes each.

Find zero of the polynomial 2x -1.

The quadratic polynomial p(x) ha following properties p(x) can be positive or zero for all real numbers p(1)=0a n dp(2)=2. Then find the quadratic polynomial.

If the roots of a quadratic equation is (1-sqrt6) find the quadratic equation