A city’s bus line is used more as the urban population density increases. The more people in an area, the more likely bus lines will be utilized. The population of City A, in Texas, is 29,455 and covers an area of 19.42 mi2. The population of City B, in Alabama, is 34,890 and covers an area of 25.4 mi2. Which city’s residents are more likely to use public buses? Explain

The residents of the city A are more likely to use public buses the city B.

Population density  can be calculated by dividing the total population by the total area of the city.

City A:

Total population - 29455

Total area = 19.42 square miles,

Thus, the population density of the city is 1516.7 people per mile squared.

City B:

Total population = 34890

Total area =  25.4 square miles

Thus, the population density of the city is 1373.6 people per mile squared.

Since, the population density of the of city A is more than the City B.

Therefore, the residents of the city A are more likely to use public buses the city B.

To know more about population density,

link

City A residents

Explanation:

First we need to calculate the population density of each city. This is calculated by dividing the total population by the total area of the city.

City A has 29455 people and 19.42mi2 of area, so the density is 1516.7 people per mile squared.

City B has 34890 people and 25.4 mi2 of area, so the density is 1373.6 people per mile squared.

If the city with bigger people density is more likely to use bus lines, the city A is the one whose people are more likely to use bus lines, as it has a bigger people density.

waves moving from a fast medium to a slow medium will experience a reflection as light travels more slowly than red light. total internal reflection occurs when the critical angle is.

i will answer your question if you answer mine