To multiple these binomials, you can use the FOIL method to multiply each of the expressions individually.This will give you

or .

The discriminant is the term inside the square root of the quadratic equation.

The polynomial is provided in standard form .

Substitute the variables into the equation.

The answer is:

Use the FOIL method to simplify this expression.

Multiply each term of the first binomial with the terms of the second binomial.

Simplify the expression.

Combine like terms.

The answer is:

To multiply these binomials, use FOIL. Remember to multiply the first terms:

Then the outside terms:

Then the inside terms:

And the last terms:

Put those together to get:

Simplify to get your answer:

To multiple these binomials, you can use the FOIL method to multiply each of the expressions individually.This will give you

or .

The discriminant is the term inside the square root of the quadratic equation.

The polynomial is provided in standard form .

Substitute the variables into the equation.

The answer is:

Use FOIL to multiply these binomials.

First multiply the first terms

,

then the outside terms

,

next the inside terms

,

and finally, the last terms

.

That gives you

.

Combine like terms to get your final answer of

.

Use FOIL to multiply these binomials.

First multiply the first terms

,

then the outside terms

,

next the inside terms

,

and finally, the last terms

.

That gives you

.

Combine like terms to get your final answer of

.

To multiply these binomials, use FOIL. Remember to multiply the first terms:

Then the outside terms:

Then the inside terms:

And the last terms:

Put those together to get:

Simplify to get your answer:

Use the FOIL method to simplify this expression.

Multiply each term of the first binomial with the terms of the second binomial.

Simplify the expression.

Combine like terms.

The answer is: