Question

A bus travels at a constant speed. The following table shows the distance the bus travels (in kilometers) over a period of time (in hours):

distance (d) 42 252 378
time (t) 0.5 3 4.5
Use complete sentences to describe the relationship represented in the table.
Write an equation using variables that represents the relationship shown in the table.
Use your equation to find how far the bus travels in 6 hours.

Answer 1

The table shows the distance the bus travels in kilometers over a period of time in hours. We can observe that as time increases, the distance traveled by the bus also increases at a constant rate. This indicates that the bus is traveling at a constant speed.

We can write an equation to represent the relationship between distance and time. Let d be the distance traveled by the bus in kilometers and t be the time in hours. Since the bus is traveling at a constant speed, we can use the formula:

Speed = Distance / Time

Rearranging this formula, we get:

Distance = Speed x Time

Let s be the speed of the bus in kilometers per hour. Then the equation relating distance and time is:

d = s x t

We can use the values from the table to find the speed of the bus. When t = 0.5 hours, d = 42 km. Therefore:

42 = s x 0.5
s = 84 km/h

Now that we know the speed of the bus, we can use the equation to find the distance traveled in 6 hours:

d = 84 x 6
d = 504 km

The bus travels 504 kilometers in 6 hours.

Answer 2

Step-bystep explanation: i dont know idont even like your wallpaper im just kiddin Answer: 6*6*4=144-144=0+98=98 the answe