Question

Debby and Ben took different routes to travel from Point A to Point E. Debby took the

route along A, B, C, D, and E. Ben took the route along A, G, F, and E. Debby and Ben
both took 4 hours to complete their walk. Their routes are shown.
Route in miles
D2 E
End
B2C
li
F
2
LL
3
10
Start
G
A
Which statement is true about Debby and Ben's average speed?
Debby's average speed was twice Ben's average speed,
Ben and Debby's average speed was the same,
Debby's average speed was three times Ben's average speed,
Ben's average speed was twice Debby's average speed.

Answer 1

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Answer 2

The average speed of Debby and Ben cannot be determined without knowing the distances they traveled. If they traveled the same distance in the same time, their average speeds would be the same. Without distance information, no conclusion can be drawn about the relationship between their speeds.

Step-by-step explanation:

The question asks about the average speed of Debby and Ben who took different routes from Point A to Point E. Given the distances and time taken to travel, we can calculate the average speed for both Debby and Ben to determine which statement about their average speeds is correct.

Debby took the route A-B-C-D-E, and Ben took the route A-G-F-E. We don't have the exact distances for each segment of their trips, but we are told they both took 4 hours to complete their walks.

Since they took the same amount of time, if their total distances were equal, their average speeds would also be equal. If one traveled a greater distance than the other in the same time, the one who traveled the greater distance would have a higher average speed.

Without the distances, it's not possible to determine exactly whose average speed is higher or how much higher it is. Therefore, it is not possible to determine the truth of the statements provided without this information.