Write the equation of the polynomial with fraction zeros

The video tutorial covers the process of writing zeros as factors, understanding multiplicity, and converting equations into factored form. It explains perfect square trinomials and binomial squares, demonstrating how to multiply and combine terms using methods like FOIL and the box method. The tutorial emphasizes recognizing patterns in perfect square trinomials and provides a step-by-step approach to solving polynomial equations.

What is the multiplicity of the zero X = -1 in the given context?

• 2

• 1

• 4

• 3

How can zeros be converted into factors according to the zero product property?

• By dividing them by their multiplicity

• By adding them

• By setting them equal to zero

• By multiplying them by two

When writing an equation in factored form, what should you assume if the multiplicity is not specified?

• Multiplicity is 2

• Multiplicity is 1

• Multiplicity is 3

• Multiplicity is 0

What is a perfect square trinomial?

• A trinomial with no constant term

• A trinomial that can be factored into a binomial square

• A trinomial with all terms squared

• A trinomial with equal coefficients

Which method can be used to multiply terms in an expression?

• The division method

• The addition method

• The box method

• The subtraction method