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olve the chosen problem. Express your answer with the appropriate units. µA ? m v = 31.18 S Submit Previous Answers Request Answer X Incorrect Try Again; 7 attempts remaining

olve the chosen problem. Express your answer with the appropriate units. µA ? m v = 31.18 S Submit Previous Answers Request Answer X Incorrect Try Again; 7 attempts remaining

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direction of the motion. ASsume the rolling friction force between the truck and the road is very small. If the hill is (Figure 1) shows a free-body diagram. Suppose that F = 9,000 N. 50 m long, what will be the speed of the truck at the bottom of the hill? A 15,000 N truck starts from rest and moves down a 15° hill with the engine providing a 9,000 N force in the direction of the motion. Assume the rolling friction force between the truck and the road is very small. If the hill is 50 m long, what will be the speed of the truck at the bottom of the hill? Submit Previous Answers Correct Part B Solve the chosen problem. Express your answer with the appropriate units. Figure < 1 of 1 µA m v = 31.18 14,500 N S Submit Previous Answers Request Answer 15° Incorrect; Try Again; 7 attempts remaining 15,000 N Provide Feedback Next >
Transcribed Image Text:direction of the motion. ASsume the rolling friction force between the truck and the road is very small. If the hill is (Figure 1) shows a free-body diagram. Suppose that F = 9,000 N. 50 m long, what will be the speed of the truck at the bottom of the hill? A 15,000 N truck starts from rest and moves down a 15° hill with the engine providing a 9,000 N force in the direction of the motion. Assume the rolling friction force between the truck and the road is very small. If the hill is 50 m long, what will be the speed of the truck at the bottom of the hill? Submit Previous Answers Correct Part B Solve the chosen problem. Express your answer with the appropriate units. Figure < 1 of 1 µA m v = 31.18 14,500 N S Submit Previous Answers Request Answer 15° Incorrect; Try Again; 7 attempts remaining 15,000 N Provide Feedback Next >
Expert Solution
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In order to solve this question. We will write total force Along the motion. And some basic kinematics formula

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