Scarlett has 12 feet of fence available to build a rectangular fenced in area. If
the width of the rectangle is a feet, then the length would be (12 - 2x). A
function to find the area, in square feet, of the fenced in rectangle with width
x is given by f(x) = x(12-2x). Find and interpret the given function
values and determine an appropriate domain for the function.
f(-3)
ft, the area would be
=
meaning when the width of the rectangular area is
ft2. This interpretation
in the context of the problem.
=
ƒ(2.5)
ft, the area would be
meaning when the width of the rectangular area is
ft2. This interpretation
in the context of the problem.
meaning when the width of the rectangular area is
ft2. This interpretation
in the context of the problem.
f(7) =
ft, the area would be