The platform is rotating such that, at any instant, its angular position is 8 = (0.85t³ -0.87t2² +9) rad, where t is in seconds. A ball rolls outward so that its position is r = (0.42t3) m. Find the magnitude of the acceleration of the ball in m/s² when t = 0.85 seconds.
The platform is rotating such that, at any instant, its angular position is 8 = (0.85t³ -0.87t2² +9) rad, where t is in seconds. A ball rolls outward so that its position is r = (0.42t3) m. Find the magnitude of the acceleration of the ball in m/s² when t = 0.85 seconds.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![The platform is rotating such that, at any instant, its angular position is 8 = (0.85t3 -0.87t2 + 9) rad, where t is in seconds. A
ball rolls outward so that its position is r = (0.42t3) m. Find the magnitude of the acceleration of the ball in m/s² when t =
0.85 seconds.
0,0](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F26206107-c239-4ee1-8366-402e3a7b883f%2F6e94c7d2-b826-4f81-ad40-2232fe87cf34%2Fipxew3b_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The platform is rotating such that, at any instant, its angular position is 8 = (0.85t3 -0.87t2 + 9) rad, where t is in seconds. A
ball rolls outward so that its position is r = (0.42t3) m. Find the magnitude of the acceleration of the ball in m/s² when t =
0.85 seconds.
0,0
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