To find the constant of proportionality from the table, we can look for the ratio of the number of people to the number of buses.
From the table:
- With 0 buses, there are 0 people: (0, 0)
- With 1 bus, there are 35 people: (1, 35)
- With 2 buses, there are 70 people: (2, 70)
- With 3 buses, there are 105 people: (3, 105)
- With 4 buses, there are 140 people: (4, 140)
To identify the constant of proportionality, we observe that the ratio of people to buses can be calculated. We can do this by dividing the number of people by the number of buses for any non-zero entry:
For 1 bus: 35 people / 1 bus = 35 For 2 buses: 70 people / 2 buses = 35 For 3 buses: 105 people / 3 buses = 35 For 4 buses: 140 people / 4 buses = 35
Thus, the constant of proportionality is 35, which is consistent for all non-zero entries.
The ratio appears at multiple points in the table, but since the problem asks for an ordered pair, we can use the pair corresponding to 1 bus and 35 people.
Therefore, the ordered pair is:
(1, 35)