1) **Problem Statement:**1. A truck with a mass of 40,000 kg rolls down a hill without friction from an initial height of 200 m. It rolls over a 300 m long flat section with a coefficient of friction = 0.1, and then rolls up a hill of 30 degrees with a coefficient of friction of 0.2. How far up the hill will the truck roll before coming to a stop?**Diagram Explanation:**- The diagram includes a sloped line indicating the incline the truck initially descends from an initial height of 200 m, shown with a friction coefficient (μ) of 0.- A horizontal line of 300 m represents the flat section of the track with a coefficient of friction μ = 0.1.- Following the flat section, the path inclines at an angle of 30 degrees, where the coefficient of friction is μ = 0.2. The distance the truck travels up this slope is labeled as "d = ?".- Arrows indicate the direction of motion along the track.

Answered: Image /qna-images/answer/0b251c27-d1df-4355-96d2-693e0177396b.jpg

1. A truck with a mass of 40,000 kg rolls down a hill without friction from an initial height of 200 m. It rolls over a 300 m long flat section with a coefficient of friction = 01, and then rolls up a hill of 30 degrees with a coefficient of friction of 0.2. How far up the hill will the truck roll before coming to a stop? d = ? 200.0 m H = 0.2 30° H=0.1 300 m

1. A truck with a mass of 40,000 kg rolls down a hill without friction from an initial height of 200 m. It rolls over a 300 m long flat section with a coefficient of friction = 01, and then rolls up a hill of 30 degrees with a coefficient of friction of 0.2. How far up the hill will the truck roll before coming to a stop? d = ? 200.0 m H = 0.2 30° H=0.1 300 m