A 1.5 kg block initially at rest, is launched by a horizontal spring with a spring constant ofk-175 N/m. The spring is initially compressed a distance of 25 cm from equilibrium. Afterbeing launched, the block travels toward the top of a frictionless incline and comes to rest afterreaching a maximum height of has shown below. Apply the Conservation of Energy Theoremto determine,aCa. The object's launch velocity at the spring's point of equilibrium in m/s.b. The maximum height reached by the block (h) in meters.e. Determine the impulse delivered by the spring in kg-m/s.(Hint: consider the initial and final locations as x=-25 cm and x = 0 cm).d. Determine the average force exerted by the spring on the block (in Newtons) ifthe time of contact equals 0.185 seconds.e. Determine the average power delivered by the spring in watts.hum1.5-kgx= - 25 cmOi ||NChW O1. 12.232 0.25473. 2.7004. 24.595. 7.5836. 36.437.21.898.29.589. 0.187010. 0.37211. 4.05012 10.4313. 1.58014. 5.40015. 32.58 Maps New Tab 3A 1.5 kg block initially at rest, is launched by a horizontal spring with a spring constant ofk=175 N/m. The spring is initially compressed a distance of 25 cm from equilibrium. Afterbeing launched, the block travels toward the top of a frictionless incline and comes to rest afterreaching a maximum height of has shown below. Apply the Conservation of Energy Theoremto determine,Gmail YouTubeBobbea. The object's launch velocity at the spring's point of equilibrium in m/s.b. The maximum height reached by the block (h) in meters.e. Determine the impulse delivered by the spring in kg-m/s.(Hint: consider the initial and final locations as x=-25 cm and x = 0 cm).d. Determine the average force exerted by the spring on the block (in Newtons) ifthe time of contact equals 0.185 seconds.e. Determine the average power delivered by the spring in watts.1.5-kgحسدX₁= -25 cmO O ||G Google0,ChWO1. 12.232. 0.25473.2.7004.24.595. 7.5836. 36.437. 21.898.29.589. 0.187010. 0.37211. 4.05012 10.4313. 1.58014. 5.40015. 32.58

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A 1.5 kg block initially at rest, is launched by a horizontal spring with a spring constant of k-175 N/m. The spring is initially compressed a distance of 25 em from equilibrium. After being launched, the block travels toward the top of a frictionless incline and comes to rest after reaching a maximum height of has shown below. Apply the Conservation of Energy Theorem to determine, a. The object's launch velocity at the spring's point of equilibrium in m/s. b. The maximum height reached by the block (h) in meters. e. Determine the impulse delivered by the spring in kg-m/s. d. (Hint: consider the initial and final locations as x=-25 cm and x=0 cm). Determine the average force exerted by the spring on the block (in Newtons) if the time of contact equals 0.185 seconds. c. Determine the average power delivered by the spring in watts. hud 1.5-kg x= - 25 cm 0 1. 2 3.

A 1.5 kg block initially at rest, is launched by a horizontal spring with a spring constant of k-175 N/m. The spring is initially compressed a distance of 25 em from equilibrium. After being launched, the block travels toward the top of a frictionless incline and comes to rest after reaching a maximum height of has shown below. Apply the Conservation of Energy Theorem to determine, a. The object's launch velocity at the spring's point of equilibrium in m/s. b. The maximum height reached by the block (h) in meters. e. Determine the impulse delivered by the spring in kg-m/s. d. (Hint: consider the initial and final locations as x=-25 cm and x=0 cm). Determine the average force exerted by the spring on the block (in Newtons) if the time of contact equals 0.185 seconds. c. Determine the average power delivered by the spring in watts. hud 1.5-kg x= - 25 cm 0 1. 2 3.

College Physics

10th Edition

ISBN:9781285737027

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter5: Energy

Section: Chapter Questions

Problem 39P: The launching mechanism of a toy gun consists of a spring of unknown spring constant, as shown in...

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