Given three integer zeros write the polynomial function

The video tutorial explains how to determine a polynomial given its zeros. It starts by discussing the concept of zeros and their significance in polynomials. The instructor then demonstrates how to set up a polynomial using these zeros, employing the zero product property. The tutorial further explores factoring and the use of the zero product property to define zeros. Finally, it covers the multiplication of binomials, specifically focusing on the difference of squares, to find the polynomial function.

What does a zero of a polynomial represent in terms of its graph?

• A point where the graph touches the y-axis

• A point where the graph crosses or touches the x-axis

• A point where the graph is at its maximum

• A point where the graph is at its minimum

How can you express the zero of a polynomial as an equation?

• X = 0

• X = 1

• X = -1

• X = 2

What is the purpose of using the zero product property in polynomial equations?

• To determine the zeros of the polynomial

• To find the maximum value of the polynomial

• To find the minimum value of the polynomial

• To simplify the polynomial

What is the result of multiplying two binomials that are a difference of squares?

• A quadratic equation

• A cubic equation

• A linear equation

• A constant

What is the final polynomial function derived from the zeros 0, -1, and 1?

• X^3 + X

• X^2 + 1

• X^3 - X

• X^2 - X