How to find the value c that completes the square then write as a binomial squared

The video tutorial explains how to complete the square in quadratic equations by finding the value C. It covers calculating B/2, squaring it, and handling fractions. The tutorial also demonstrates writing expressions as perfect square trinomials and emphasizes the importance of presenting solutions as binomial squares. Homework expectations are outlined, encouraging students to apply these methods to all problems.

What is the first step in finding the value that completes the square?

• Add B to the constant term

• Multiply B by 2

• Divide B by 2 and square it

• Subtract B from the constant term

What is the result of squaring 11/2?

• 11/2

• 121/2

• 121/4

• 11/4

How can you express the trinomial X^2 + 11X + 121/4 as a binomial squared?

• (X + 5.5)^2

• (X + 11)^2

• (X + 5)^2

• (X + 11/2)^2

What is the formula for the factored form of a perfect square trinomial?

• X + B/2

• X^2 + B^2

• (X + B/2)^2

• (X + B)^2

Why is it important to express the trinomial as a binomial squared?

• It makes the teacher happy

• It is required for homework

• It is a standard practice in algebra

• It simplifies the equation