How to write the polynomial equation when given three zeros

The video tutorial guides students through solving equations by setting them to zero, factoring, and using the box method for polynomial multiplication. It starts with basic steps and progresses to more complex polynomial multiplication, emphasizing the importance of understanding each step to avoid common mistakes.

What is the first step in solving a polynomial equation?

• Set the equation equal to zero

• Multiply all terms by two

• Divide by the highest coefficient

• Add five to each side

In the box method, what do you place on the top and side of the box?

• The constants from the equation

• The binomials or trinomials being multiplied

• The solutions to the equation

• The coefficients of the polynomial

What is the result of multiplying X * X using the box method?

• X^2

• X

• X^3

• 2X

How do you combine like terms in the box method?

• Subtract the smaller from the larger

• Add them directly

• Multiply them together

• Combine them along the diagonals

What is the final form of the polynomial equation after using the box method?

• y = X^2 - 4X + 6

• y = X^3 - 5X^2 + 2X + 6

• y = X^3 + 4X^2 - X - 6

• y = X^3 - 4X^2 + X + 6