Question

Henry knows the park is 100 meter in length by 500 meter in width. What
is the maximum number of people who could fit in the park and maintain a
safe 6-ft social distance?​

Answer 1

Given,

The length and width of the park is 500m and 100m

To find,

The number of people that can be fit in the park with safe social distance of 6 ft.

Solution,

We can simply solve this mathematical problem by using the following mathematical process.

Distance between two persons = 6 ft. = 1.8288 m

Safety gaps along length = 500/1.8288 = 273.4 = 273

Number of people along length = number of gaps + 1 = 273+1 = 274

Safety gaps along width = 100/1.8288 = 54.68 = 54

Number of people along width = 54+1 = 55

Total people = (274 × 55) = 15070

Hence, 15070 people can stay in the park.

Answer 2

Answer:

Bahk bhoshled

di ke bennstokes madharchoß

and ur answer is my land

bsdk bye