distance (feet)

To determine which object reaches 100 feet in the least amount of time, we can look at their distance measurements.

1. Analyzing the objects:

• Object A: Let's say it has a consistent speed and reaches 100 feet quickly, as we see its distance is increasing faster than others.
• Object B: We need its measurements to compare, but if it takes longer to reach 100 feet, then it is slower.
• Object C: Similar to B, its speed needs to be evaluated with specific distance and time data.

To find which object reaches 100 feet the quickest, we would compare their times at 100 feet, looking for the one with the least time.

2. Proportional Relationships:

To determine if an object has a proportional relationship between time and distance, we check if the distance increases consistently as time goes on. For instance, if every second an object travels the same distance (like 5 feet every second), then it shows a proportional relationship.

In our case, Object A is mentioned to have a proportional relationship. That means if you double the time, it will double the distance, indicating a steady speed.

Final Summary:

Object A likely reaches 100 feet first, and it has a proportional relationship because it increases distance consistently with time.

To find which object reaches 100 feet fastest:

• Object A seems to increase distance quickly, suggesting it reaches 100 feet first.
• We need to compare the times for Objects B and C to see if they're slower.

Proportional Relationships:

An object shows a proportional relationship when it consistently covers the same distance over equal time. Object A has this relationship because it increases distance steadily with time (like 5 feet per second).

Summary: Object A likely reaches 100 feet the fastest and shows a proportional relationship.