W meters L meters
A town has a large unused field. A rectangular portion of the field will be enclosed by a fence for a dog park. The park will be W meters wide and L meters long, where the length is two times the
width. The park will be enclosed by a fence on all 4 sides, with an additional segment of fence running through the middle of the park dividing it into two square areas. If a total of 1,400 meters of
fence is used to enclose the park and divide it into the two squale areas as described, which of the following systems of equations could be solved to determine the width and length of the park?
W = 2L
2W + 2L = 1,400
W = 2
3W + 2L = 1,400
L=2W
2W +21= 1,400
L=20V
3W + 2L = 1,400