Answer:
Question 10. The truck travels faster.
Question 11. The slug travels faster.
Explanation:
Question 10.
1. Find the velocity of each vehicle.


2. Compare the velocities.

Hence, the trucks travels faster than the car.
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Question 11.
Apply the same method as in question 10.
1. Find the velocity of each body.

2. Compare the velocities.

Hence, the slug travels faster.