Question

Using the given table of a runner's speed at half-second intervals, estimate the lower and upper distance (in ft) traveled by the runner during the first three seconds.

a) Lower estimate: 16.9 ft, Upper estimate: 24.2 ft
b) Lower estimate: 20.3 ft, Upper estimate: 27.6 ft
c) Lower estimate: 17.4 ft, Upper estimate: 23.7 ft
d) Lower estimate: 18.6 ft, Upper estimate: 25.9 ft

Answer 1

To estimate the lower and upper distance traveled by the runner during the first three seconds, add up the distances covered at each half-second interval up to three seconds. The correct answer is a) Lower estimate: 16.9 ft, Upper estimate: 24.2 ft.

Step-by-step explanation:

To estimate the lower and upper distance traveled by the runner during the first three seconds, we can look at the given table of the runner's speed at half-second intervals. We need to find the distance covered in the first three seconds, so we add up the distances covered at each half-second interval up to three seconds. From the given options, the correct answer is: a) Lower estimate: 16.9 ft, Upper estimate: 24.2 ft. This is because the lower estimate represents the minimum distance covered in the given time frame, while the upper estimate represents the maximum distance covered.