If we know the solutions of a quadratic equation, we can then build that quadratic equation.

Find the quadratic equation when we know that:

and are solutions.

Which of the following could be the equation for a function whose roots are at and ?

Given roots . Write a quadratic polynomial that has as roots.

Which of the following roots will yield the equation .

Choose the quadratic equation that has these roots:

and

Write the quadratic equation given its solutions.

Which of the following is a quadratic function passing through the points and ?