A football field is shown. 53 1/3 yards (L) and 120 yards (W)
A) About how many laps around the perimeter of the field would equal 1 mile? Explain.
I only need help with the explanation in words please, my homework is due tommorow
P = 2L + 2W
1 mile - 5,280 feet = 1,490 yards
but a mile = 5280 - 5280 = 0..?
What is your answer to the number of laps would equal a mile?
To find out how many laps around the perimeter of the football field would equal 1 mile, we need to understand the measurements involved and do some conversions.
Firstly, we need to convert the length of the field into miles. We know that 1 mile is equal to 1760 yards. So, we divide the length of the field (53 1/3 yards) by the number of yards in a mile (1760 yards). This will give us the length of the field in miles.
Next, we need to calculate the perimeter of the field, which is the sum of all the sides. Since we have the width of the field (120 yards) and the length of the field in miles (from the previous step), we can calculate the perimeter by adding up all the sides.
Once we have the perimeter of the field in yards, we can convert it to miles by dividing it by 1760 yards per mile. This gives us the perimeter of the field in miles.
Finally, to find out how many laps around the field would equal 1 mile, we divide the distance of 1 mile by the perimeter of the field in miles. This will give us the number of laps required to cover a mile.
In summary, to find the number of laps around the perimeter of the football field that equal 1 mile, we need to:
1. Convert the length of the field into miles.
2. Calculate the perimeter of the field in yards.
3. Convert the perimeter of the field from yards to miles.
4. Divide the distance of 1 mile by the perimeter of the field in miles.
By following these steps, you can explain how to calculate the number of laps around the perimeter of the football field that equals 1 mile.