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b'Determine Fig. P11.90 the velocity and acceleration when (a) t 5 0, (b) t 5 0.5 s. 11.91 The motion of a vibrating particle is defined by the position vector y r 5 (4 sin p t)i 2 (cos 2p t)j, where r is expressed in inches and t in seconds. (a) Determine the velocity and acceleration when 4 in. 4 in. t 5 1 s.'
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Solucionario Hibbeler - ID:5c14223af2086
b'Velocity: dy = vy dt t y L0 dy = y = L0 ct2 dt c 3 t 3 Substituting the result of y into y = bx2, c 3 t = bx2 3 x = c 3>2 t A 3b Thus, the x component of the particle\xe2\x80\x99s velocity can be determined by taking the time derivative of x. d c 3>2 3 c 1>2 # vx = x = t R = t B dt A 3b 2A 3b Acceleration: d 3 c 1>2 3 c - \xe2\x80\xa6'
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b'3-1/4T 6-1/2T 12T 25T 35T 55T. 4.40 6.80 13.60 31.10 60.00 86.00. 1.35 1.95 2.70 4.20 5.70 8.10. PLEASE NOTE: CAPACITIES SHOWN INCLUDE BOTH PATHS AND ARE FOR ONE COMPLETE ASSEMBLY. CHOKER. VERTICAL. BASKET. Can fail if damaged, misused or overloaded. Inspect before use. Use only if trained. Observe rated capacity.'
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b'The girl s position is at the origin of the y coordinate aes, and the surface of the parking lot lies in the -y plane. She drives the car in a straight line so that the coordinate is defined by the relation (t) 5 0.5t 3 2 3t 2 1 3t 1 2, where and t are epressed in meters and seconds, respectively.'
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