Point ‘P’ is on the rim of a 2-m radius wheel. At time, t = 0s, the wheel is at rest, point ‘P’ is on the x-axis and the wheel undergoes a uniform angular acceleration of 0.01 rad/s2 about its center. Determine the ff: a. The linear acceleration at ‘P’. b. The linear velocity of ‘P’ when it reaches the y-axis. c. The magnitude of acceleration of ‘P’ when it reaches the y-axis.

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Chapter1: Units, Trigonometry. And Vectors
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Point ‘P’ is on the rim of a 2-m radius wheel. At time, t = 0s, the wheel is
at rest, point ‘P’ is on the x-axis and the wheel undergoes a uniform
angular acceleration of 0.01 rad/s2 about its center. Determine the ff:
a. The linear acceleration at ‘P’.
b. The linear velocity of ‘P’ when it reaches the y-axis.
c. The magnitude of acceleration of ‘P’ when it reaches the y-axis.
d. The angle formed between the acceleration vector of ‘P’ and the
y-axis when ‘P’ reaches the y-axis.
e. The time it takes for ‘P’ to return to its original position (makes
one revolution).

a = 0.01 rad/s?
P
r= 2m
Transcribed Image Text:a = 0.01 rad/s? P r= 2m
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