How Do I do foil?

1 Answer
Mar 30, 2018

See below.

Explanation:

To #FOIL#, is to multiply two or more factors together, to form one whole function.

#FOIL# is an acronym for the following terms which indicates how to multiply two binomials.

#F# - First

#O# - Outer

#I# - Inner

#L# - Last

http://krismath.org/vocabulary_def.htm

So, for example, let's say we have two factors such as:

#(color(red)(x)-color(blue)(1))(color(green)(x)+color(purple)(2))#

From here, we follow the steps provided and get this;

#(color(red)x*color(green)x)+(color(red)x*color(purple)(2))+(color(blue)(-1)*color(green)(x))+(color(blue)(x*color(purple)2))#

#f(x)=x^2+2x-1x-2#

All we do here is combine like terms, and we have our function:

#f(x)=x^2+x-2#

Hope this helps!