Example Questions

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Example Question #81 : Exponents

Distribute and simplify:      Explanation:

To FOIL this binomial distribution, we simply distribute the terms in a specific order: Multiply the First terms: Multiply the Outer terms: Multiply the Inner terms: Multiply the Last terms: Lastly, combine any terms that allow this (usually, but not always, the two middle terms). In this case, no two terms are compatible. Example Question #82 : Exponents

Distribute and simplify:       Explanation:

To FOIL this binomial distribution, we simply distribute the terms in a specific order: Multiply the First terms: Multiply the Outer terms: Multiply the Inner terms: Multiply the Last terms: Lastly, combine any terms that allow this (usually, but not always, the two middle terms).  Example Question #83 : Exponents

Distribute and simplify:       Explanation:

To FOIL this binomial distribution, we simply distribute the terms in a specific order: Multiply the First terms: Multiply the Outer terms: Multiply the Inner terms: Multiply the Last terms: Lastly, combine any terms that allow this (usually, but not always, the two middle terms).  Example Question #84 : Exponents

Distribute and simplify:       Explanation:

A clever eye might spot that this binomial takes the form , which means you can jump straight to as the answer. But let's look at it in detail below.

To FOIL this binomial distribution, we simply distribute the terms in a specific order: Multiply the First terms: Multiply the Outer terms: Multiply the Inner terms: Multiply the Last terms: Lastly, combine any terms that allow this (usually, but not always, the two middle terms).  Example Question #85 : Exponents

Distribute and simplify:      Explanation:

To FOIL this binomial distribution, we simply distribute the terms in a specific order: Multiply the First terms: Multiply the Outer terms: Multiply the Inner terms: Multiply the Last terms: Lastly, combine any terms that allow this (usually, but not always, the two middle terms). In this case, no two terms are compatible.  