θfinal - θinitial = ωt + 1/2 αt2
Where \theta is the angle, \omega the initial angular speed, \alpha the angular acceleration, t the time.
Plugging in the numbers gives you 51.8 rad.
Lauren M.
asked 11/02/23A pulley has an initial angular speed of 2.50 rad/s and a constant angular acceleration of 1.40 rad/s^2. Through what angle does the pulley turn in 7.00 s? (answer: 51.8 rad)
θfinal - θinitial = ωt + 1/2 αt2
Where \theta is the angle, \omega the initial angular speed, \alpha the angular acceleration, t the time.
Plugging in the numbers gives you 51.8 rad.
Dr Gulshan S. answered 11/03/23
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θ= w0 t + 1/2 (α*t2)
plug in w0 = 2.5
t= 7.0
α = 1.40
get θ in radian
θ= 2.5*7 +0..5*1.4*7*7 =51.8 radian
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