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Today, Sean left home at

, drove to work, and worked from

until

On the drive back home, Sean got stuck in slow-moving traffic for

hours, then stopped to have dinner, and finally got home at

The graph below shows Sean's distance,

, from his home (in kilometers) as a function of the time,

(in hours).
Complete the sentences below based on the graph of the function.
Sean's workplace is located

from his home.
Sean's speed when he was driving to work was

.
Sean's speed between

and

was

.
An XY coordinate plane a line plotted. The horizontal x axis represents the time, in hours, and runs from 0 to 25 in intervals of 1. The vertical y axis represents the distance, in kilometers, and runs from 0 to 25 in intervals of 1. The line runs horizontal from (0, 0) until (8,0), then increases until (9, 20), then plateaus until (17, 20), then decreases until (19, 10), then plateaus until (21, 10), decreases again until (21.5, 0), and then plateaus until (24, 0). The line passes through the points (0, 0), (8, 0), (9, 20), (17, 20), (4, 20), (18, 15), (19, 10), (20, 10), and (21, 10).


6 of 10

Sagot :

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Answer:

Based on the provided information and the graph of Sean's distance from home as a function of time, we can complete the sentences as follows:

  1. Sean's workplace is located 20 kilometers from his home.
  2. Sean's speed when he was driving to work was 2.5 kilometers per hour
  3. Sean's speed between 9 and 17 hours was 0 kilometers per hour.

The XY coordinate plane provides a visual representation of Sean's journey, showing the distances and times at various points along his route to work and back home.

Step-by-step explanation:

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