Q6 of 109 Page 3

Define the value of a polynomial at a point.

Value of a polynomial at a point is described as the value obtained by the polynomial at that point in time.

For Example:

Polynomial f(x) = x³ – 2(1)² + 7(1) – 8

Now the value of the polynomial at x = 1

So here we get;

= 1 – 2 + 7 – 8

= – 2

Write the standard form of a quadratic polynomial with real coefficients.

Write the standard form of a cubic polynomial with real coefficients.

Define zero of a polynomial.