Answer:
The approximate number of people that could fit in the 1 mile stretch is 145,200 people
Step-by-step explanation:
The length of the street = 1 mile stretch
The width of the street = 45 ft
The depth of each sidewalk = 5 ft
1 mile = 5,280 ft
Therefore;
The area of the side walk on each side of the street = 5 × 5,280 = 26,400 ft²
The area of both side walks = 26,400×2 = 52,800 ft²
The area of the street = 45 × 5,280 = 237,600 ft²
The total area of the street = The area of the street + The area of both side walks = 237,600 ft² + 52,800 ft²
The total area of the street = 290,400 ft²
The area occupied by one person is at least 2 ft²/person
Therefore, the approximate number of people that could fit in the 1 mile stretch = (The total area of the street)/(The area occupied by one person)
The approximate number of people that could fit in the 1 mile stretch = 290,400 ft²/(2 ft²/person) = 145,200 people
The approximate number of people that could fit in the 1 mile stretch = 145,200 people.
