Question #2: The results of an experiment conducted at rleton University on an object reveals that the acceleration of the particle is inversely proportional to its location, such that, a = - k/x. The velocities of the particle at x = 0.6 ft and x = 1.2 ft are 15 ft/s and 9 ft/s, respectively. Find: a) Velocity of the particle when x = 1.5 ft b) At what position, the particle stops moving.
Question #2: The results of an experiment conducted at rleton University on an object reveals that the acceleration of the particle is inversely proportional to its location, such that, a = - k/x. The velocities of the particle at x = 0.6 ft and x = 1.2 ft are 15 ft/s and 9 ft/s, respectively. Find: a) Velocity of the particle when x = 1.5 ft b) At what position, the particle stops moving.
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![Question #2:
University on an object reveals that the
The results of an experiment conducted at
acceleration of the particle is inversely proportional to its location, such that, a = - k/x. The
velocities of the particle at x = 0.6 ft and x = 1.2 ft are 15 ft/s and 9 ft/s, respectively. Find:
a) Velocity of the particle when x = 1.5 ft
b) At what position, the particle stops moving.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F44621df8-ecda-4e21-bf91-99bd95c44957%2F54af869b-aeb6-487a-915c-91379203d0ef%2Fhzq6wac_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Question #2:
University on an object reveals that the
The results of an experiment conducted at
acceleration of the particle is inversely proportional to its location, such that, a = - k/x. The
velocities of the particle at x = 0.6 ft and x = 1.2 ft are 15 ft/s and 9 ft/s, respectively. Find:
a) Velocity of the particle when x = 1.5 ft
b) At what position, the particle stops moving.
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