the el paso middle school girls basketball team is going from el paso to san antonio for the texas state championship game. the trip will be 560 miles.their bus travels at an average speed of 60 miles per hour.suppose the bus travels at an almost steady speed throughoout the trip. make a table and a graph of time and distance data for the bus.

estimate the distance the bus travels in 2 hours,2 3/4 hours,3 and a half , and 7.25 hours.
how are 2 hours and distance traveled in 2 hours represented in the table? how are they shown on the graph?
how are 3 3/4 hours and the distance traveled in 2 3/4 hours represented in the table? how are they shown on the graph?
describe in words a rule you can use to calculate the distance traveled for any given time on this trip.
the bus route passes through sierra blanca, which is 90 miles from el paso. about how long does it take the bus to get to sierra blanca?
the bus toute also passes through balmorhea,which is 1/3 of the way from el paso to san antonio.about how long does it take the bus to get to balmorhea?
how long does it take the bus to complete its 560-mile trip to asan antonio?

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Check some of the answers posted to the previous questions.

It's 560

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To create a table and a graph of the time and distance data for the bus trip:

First, let's label the columns of the table as "Time (hours)" and "Distance (miles)". Then, we can fill in the table with the given information:

| Time (hours) | Distance (miles) |
|--------------|------------------|
| 0 | 0 |
| 2 | 120 |
| 2 3/4 | 165 |
| 3 1/2 | 210 |
| 7.25 | 435 |

To represent the data on a graph, we will use the time as the x-axis and the distance as the y-axis. Plot the points (2, 120), (2.75, 165), (3.5, 210), and (7.25, 435). Connect the points with a line to visualize the bus's progress.

For the question "How are 2 hours and distance traveled in 2 hours represented in the table?" In the table, 2 hours is represented as "2" under the "Time (hours)" column, and the distance traveled in 2 hours is represented as "120" under the "Distance (miles)" column.

On the graph, locate the x-coordinate of 2 on the x-axis and find the corresponding y-coordinate on the y-axis. The point (2, 120) represents the bus's distance traveled after 2 hours.

For the question "How are 3 3/4 hours and the distance traveled in 2 3/4 hours represented in the table?" In the table, 2 3/4 hours is represented as "2 3/4" under the "Time (hours)" column, and the distance traveled in 2 3/4 hours is represented as "165" under the "Distance (miles)" column.

On the graph, locate the x-coordinate of 2.75 on the x-axis and find the corresponding y-coordinate on the y-axis. The point (2.75, 165) represents the bus's distance traveled after 2 3/4 hours.

A rule to calculate the distance traveled for any given time on this trip can be determined using the average speed of the bus. Since the average speed is 60 miles per hour, you can calculate the distance by multiplying the time (in hours) by the average speed. The rule can be expressed as:

Distance (miles) = Average speed (miles per hour) × Time (hours)

To calculate the approximate time it takes the bus to get to Sierra Blanca, which is 90 miles from El Paso, we can estimate the time based on the average speed. Since Sierra Blanca is 90 miles away, we divide the distance by the average speed:

Time (hours) = Distance (miles) / Average speed (miles per hour)
Time = 90 miles / 60 miles per hour = 1.5 hours

Therefore, it takes approximately 1.5 hours for the bus to reach Sierra Blanca.

To calculate the approximate time it takes the bus to get to Balmorhea, which is 1/3 of the way from El Paso to San Antonio, we can estimate the time based on the total distance. With the total distance being 560 miles, 1/3 of the distance is:

Distance (miles) = Total distance (miles) × 1/3
Distance = 560 miles × 1/3 = 186.67 miles

Next, we divide the distance by the average speed to calculate the time:

Time (hours) = Distance (miles) / Average speed (miles per hour)
Time = 186.67 miles / 60 miles per hour = 3.11 hours

Therefore, it takes approximately 3.11 hours (or 3 hours and 7 minutes) for the bus to reach Balmorhea.

To calculate the time it takes the bus to complete its 560-mile trip to San Antonio, we divide the total distance by the average speed:

Time (hours) = Total distance (miles) / Average speed (miles per hour)
Time = 560 miles / 60 miles per hour = 9.33 hours

Therefore, it takes approximately 9.33 hours (or 9 hours and 20 minutes) for the bus to complete its 560-mile trip to San Antonio.