Final answer:
Pancho constructs 7 paper planes in 2 minutes, which is a rate of 3.5 planes per minute. By multiplying this rate by various time intervals, we can plot the relationship on a graph which shows a direct linear correlation between time and the number of paper planes constructed.
Step-by-step explanation:
To determine how many paper planes Pancho can construct in different amounts of time, we first establish his rate from the information given. Pancho constructs 7 paper planes in 2 minutes. Therefore, his rate is 7 planes per 2 minutes, or 3.5 planes per minute. To complete the table, we can multiply the rate of 3.5 planes per minute by different amounts of time.
- Time (minutes): 2 | Paper planes: 7
- Time (minutes): 4 | Paper planes: 14
- Time (minutes): 6 | Paper planes: 21
- Time (minutes): 8 | Paper planes: 28
- Time (minutes): 10 | Paper planes: 35
To graph this, plot the points on a two-dimensional grid with time on the x-axis and the number of paper planes on the y-axis. Connecting these points will show a linear relationship between time and the number of planes constructed.