A tour bus company is planning a trip through Utah’s national parks. The company plans to use 4 buses. Combined, the buses can fit up to 140 people. T
Buses Number of People 0 0 1 35 2 70 3 105 4 140
35 and 140 are incorrect, id come back with the answers but its the practice
This information shows that each bus can hold up to 35 people. The table represents a linear relationship, with the number of buses being the independent variable and the number of people they can carry as the dependent variable.
To determine the number of people each bus can fit, you can divide the total number of people by the number of buses. In this case, there are 4 buses and a total of 140 people.
So, to calculate the number of people each bus can fit, you can use the formula:
Number of people per bus = Total number of people / Number of buses
Number of people per bus = 140 / 4
Number of people per bus = 35
Therefore, each bus can fit 35 people.
To figure out the number of people each bus can hold, we can start by observing the pattern in the given information.
From the data, we can see that the number of people increases by 35 for each consecutive bus.
For example, the first bus has 0 people, the second bus has 35 people (an increase of 35), the third bus has 70 people (another increase of 35 from the previous bus), and so on.
This indicates that each bus can hold an additional 35 people compared to the previous bus.
So, if we let 'x' represent the bus number (starting from 0), we can determine the number of people each bus can hold using the formula:
Number of people = 35 * x
Thus, for the given information, we have:
Bus 0: Number of people = 35 * 0 = 0
Bus 1: Number of people = 35 * 1 = 35
Bus 2: Number of people = 35 * 2 = 70
Bus 3: Number of people = 35 * 3 = 105
Bus 4: Number of people = 35 * 4 = 140
Therefore, we can conclude that each bus can hold a maximum of 35 people, with the total number of people across all 4 buses being 140.