Given complex zeros learn how to write the equation of the polynomial

The video tutorial covers finding zeros of equations by writing them as factors, solving equations with complex numbers, and using grouping and difference of squares to simplify expressions. It also explains multiplying binomials and trinomials using shortcuts and the box method. The tutorial emphasizes understanding different methods and choosing the one that makes sense to the learner.

What is the first step in transforming an equation into a factor?

• Add 1/2 to both sides

• Multiply by two and add one

• Subtract 1 from both sides

• Divide by two

How do you solve the equation X = 3 - i?

• Multiply by i

• Set the equation to zero and rearrange

• Add 3 to both sides

• Subtract i from both sides

What is the result of grouping terms in the expression X - 3 + i?

• A product of two terms

• A difference of two squares

• A single term

• A sum of squares

What is the final result of multiplying the binomial and trinomial in the example?

• 2X^3 + 11X^2 - 14X - 10

• 2X^3 - 11X^2 + 14X + 10

• 2X^3 - 11X^2 - 14X + 10

• 2X^3 + 11X^2 + 14X + 10

Which method is suggested for multiplying polynomials if the box method is not preferred?

• Trinomial method

• Difference of squares

• Grouping method

• Shortcut method