Multiply Two Binomials Using FOIL - Math Tutorial

The video tutorial explains how to multiply two binomials using the FOIL method. It begins with an introduction to the concept and then breaks down the FOIL acronym, which stands for First, Outer, Inner, and Last, representing the terms to be multiplied. The tutorial demonstrates the multiplication process step-by-step and emphasizes the importance of combining like terms to simplify the final expression. The example used involves multiplying the binomials (3A + 3) and (4A + 1), resulting in the expression 12A^2 + 15A + 3.

What does the 'F' in the FOIL method stand for when multiplying binomials?

• First

• Final

• Factor

• Fraction

In the FOIL method, which terms are considered the 'outer' terms?

• The terms on the outside of the binomials

• The last terms of each binomial

• The terms inside the binomials

• The first terms of each binomial

Which terms are multiplied in the 'inner' step of the FOIL method?

• The terms inside the binomials

• The terms on the outside of the binomials

• The last terms of each binomial

• The first terms of each binomial

What is the result of multiplying the last terms in the binomials 3A + 3 and 4A + 1?

• 12A^2

• 3

• 12A

• 4A

After applying the FOIL method, what is the final simplified expression for (3A + 3)(4A + 1)?

• 12A^2 + 15A + 3

• 12A^2 + 12A + 3

• 12A^2 + 3A + 3

• 12A^2 + 15A + 1