Farmer Brown has 115 feet of fence. He wishes to close in a rectangular field using the barn as one side of the field. Suppose each side of the field perpendicular to the barn has length $x$ feet. What is the area of the fenced in field?
A) The area of the field is $x(115-2 x)$ square feet.
B) The area of the field is $x(115-x)$ square feet.
C) The area of the field is $(115-2 x)$ square feet.
D) The area of the field is $x^{2}$ square feet.

Question

Quizplus · Accepted Answer

The Answer of Farmer Brown has 115 feet of fence. He wishes to close in a rectangular field using the barn as one side of the field. Suppose each side of the field perpendicular to the barn has length $x$ feet. What is the area of the fenced in field?
A) The area of the field is $x(115-2 x)$ square feet.
B) The area of the field is $x(115-x)$ square feet.
C) The area of the field is $(115-2 x)$ square feet.
D) The area of the field is $x^{2}$ square feet.

Farmer Brown Has 115 Feet of Fence xxx Feet What Is the Area of the Fenced in Field

Farmer Brown Has 115 Feet of Fence $x$ Feet What Is the Area of the Fenced in Field