Given irrational zeros write the equation of the polynomial

The video tutorial explains how to handle zeros and convert them into factors for forming equations. It emphasizes the importance of practicing multiplication using the box method and provides tips for handling radicals. The tutorial concludes with forming a final equation and ensuring clarity in mathematical expressions.

What is the first step in converting zeros into factors for a polynomial equation?

• Multiply the zeros by 2

• Set the zeros equal to X

• Divide the zeros by X

• Set the zeros equal to Y

Why is it important to place the X in front of the square root during multiplication?

• To make the equation longer

• To avoid confusion with the radical

• To simplify the equation

• To make the equation more complex

What method is used to practice multiplication in the second section?

• The line method

• The box method

• The circle method

• The grid method

What should you do to ensure the X is not under the radical?

• Multiply it by 2

• Ignore the radical

• Write it in front of the square root

• Write it behind the square root

What is the result of multiplying negative square root of 7 by positive square root of 7?

• Positive 7

• Negative 7

• Square root of 49

• Zero