The perimeter of the flag is 2,140 ft Determine the flags width if the length is 370 ft greater than the width

350ft

Step-by-step explanation: Assuming the flag is a rectangle, the perimiter can be found with the formula 2l+2w= P. We already know P, 2140, so we can get the equation 2l+2w=2140. Also, since it is given that the length is 370 greater than the width, we can get the equation

l(length)= 370+w(width)

Next, substitute 370+w into the original equation, since we know 370+w=l

So, we get 2(370+w)+2w=2140. Now that we have a single variable equation, we can easily solve. Distributing 2 to 370 and w and simplifying further, we get

740+4w=2140

4w=1400

w=350

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