The length of the rectangular football field including both end zones is 120 yards. the area of the field is 57,600 ft.². the width of the field is 160 feet: true or false?

True, the width of the field is 160 feet

Step-by-step explanation:

To find the width of the rectangular poll

Length of the poll is given as 120 yards

Since the area is given in ft², we need to convert the length from yard to feet

To calculate this;

1 yard       = 3 feet

120 yards  =  x

cross multiply

x =  120 ×  3 = 360 feet

Therefore; the length of the field = 120 yards =  360 feet

We can now go ahead and find the width

From the information given in the question;

Area of the rectangular foot ball field is 57, 600 ft²   and the length of the rectangular football field is 360 feet

Let w = width of the rectangular football field

Area =  Length ×  Width

 57,600 =  360  ×  w

To get the value of w, we divide both-side of the equation by 360

    =    

160  = w

w =  160 feet

Therefore; the width of the rectangular football field is 160 feet

constants mean the stopped points or the points on a graph that nothing is changing, hope this

step-by-step explanation: