Problem 3 - Constant Acceleration A car traveling at to = 85 km/h slows down at constant 0.5 m/s² just by "letting up on the gas". Calculate: a) The distance the car coasts before it stops. b) The time it takes to stop. c) The distance it travels during the first second. d) The distance it travels during the fifth second.
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- In 1967, New Zealander Burt Munro set the world record for an Indian motorcycle, on the Bonneville Salt Flats in Utah, with a maximum speed of 183.58 mi/h. The one-way course was 5.00 mi long. Acceleration rates are often described by the time it takes to reach 60.0 mi/h from rest. If this time was 4.00 s, and BL11t accelerated at this rate until he reached his maximum speed, how long did it take Burt to complete the course?Answer the following questions. (True or False) a. Motion and acceleration are not the same quantity. b. The speed of an accelerated body changes with time. c. A body can be accelerating even when it is not moving. d. The velocity of an accelerated body changes with time. e. The acceleration of a body with zero speed is zero.1.A car drives east at 40 m/s for 500 seconds, stops, turns around, then drives west at 50 m/s for 400 seconds and stops. What is the displacement of the car? What is the distance the car traveled? 2.An object move to the left from X1: 9 to X2: -3 find the distance and displacement. 3. What is the distance and displacement of the ball as it bounce back from the wall with 2m initial distance and 4m as final distance. 4.What is the distance and displacement of the bullet, shot in a can with a starting point of 5m to 10m end. 5. An object travels 80m east and then 160m south. What is the distance and displacement?
- 28. An auto manufacturer boasts that its newest sports car model "goes from 0 to 60 (mi/h) in 5.00 seconds!" a. What is the car's acceleration (in m/s²)? b. How far does it travel as it accelerates from 0.0 mi/h to 60.0 mi/h (in meters)? DM12. If the brakes on a car give the car a constant negative acceleration of 2k m/s?, where k is a positive constant. What is the greatest speed it may be going if it is necessary to be able to stop the car within 25 meters after the brakes are applied? 20 m/s A. B. 5k m/s C. 25k2 m/s D. 10/E m/s1. A car accelerates from initial velocity of 10 m/s. the acceleration is increasing uniformly from zero to 8 m/s? in 6 seconds. During the next two seconds, the car decelerates at a constant rate of 2 m/s?. a) Complete the a-t, v-t, and s-t graph. b) Determine the velocity after 8 seconds. c) Determine the total distance traveled after 8 seconds.
- 3) Calculate the average speed of a truck driving on a twisting road travels 15.0 km in a period of 25.0 min. a) Express your answer in m/s. b) Explain why the words “average speed” were the appropriate terms to use for the truck.5. You are driving at 15.0 m/s when you suddenly slam on the brakes to avoid a collision. You come to a complete stop. When you stop, your acceleration is determined by your tires and the road conditions, and it is a constant -10.3 m/s². The skid marks you leave behind can be measured to determine your displacement. a) How long will your skid marks be?2) A race driver traveling at a speed of 200 kph on a straightway applies his brakes at point A and reduces his speed at a uniform rate to 150 kph at point C in a distance of 100+100=200 m. a. Calculate the velocity at point B. b. Calculate the normal acceleration at point B. c. Calculate the magnitude the total acceleration of the race car an instant after it passes point B. 300m 300 m A--100 m--100 m
- 6. Jazzie is driving car and was travelling at 75 km/hr in a straight road. However, the car in front of Jazzie which was driven by George suddenly stopped, so Jazzie had to press the brakes to avoid any accidents. Jazzie begins to decelerate at a rate of 5.7 m/s?. Determine the following: a. Jazzie's initial speed in m/s b. Time it takes to reach a complete stop4. A car is moving along straight-line path with speed of 16 m/s. After 10 seconds the driver applies brake to stop the car in 5 seconds. Determine total distance the car moves during this 15 second time interval.3. A car traveling 45 km/h slows down at a constant 0.50 m/s² just by "letting up on the gas." Calculate the following: a. The distance the car coasts before it stops. b. The time it takes to stop. c. The distance it travels during the first second and during the fifth second of coasting.