. The radial position r of a particles path is defined by an equation, r = 5 cos (26) m. At the initial time, the angular position is 0 = 0° if the angular velocity of the particle is w= 3t² rad/sec, where It is in seconds, calculate the value of the e-component of acceleration at the instant @ = 30° in m/sec².
. The radial position r of a particles path is defined by an equation, r = 5 cos (26) m. At the initial time, the angular position is 0 = 0° if the angular velocity of the particle is w= 3t² rad/sec, where It is in seconds, calculate the value of the e-component of acceleration at the instant @ = 30° in m/sec².
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![The radial position r of a particle's path is defined
by an equation, r = 5∙ cos (20) m. At the initial
time, the angular position is 0 = 0° if the angular
velocity of the particle is w= 3t² rad/sec, where
It is in seconds, calculate the value of the
e-component of acceleration at the instant 0 = 30° in
m/sec².](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F12c62ea9-2423-4a35-a6cd-74646c6bbd41%2F81923602-83f1-47bf-8d7d-005229c81c29%2F0ubdcfh_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The radial position r of a particle's path is defined
by an equation, r = 5∙ cos (20) m. At the initial
time, the angular position is 0 = 0° if the angular
velocity of the particle is w= 3t² rad/sec, where
It is in seconds, calculate the value of the
e-component of acceleration at the instant 0 = 30° in
m/sec².
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