A child leaves her book bag on a slide. The bag, which is at the top of the slide, starts from rest and reaches the bottom in 1.72 s. The mass of the book bag is 3.85 kg, the length of the slide is 2.80 m and the angle of incline is 33.5
a) s= ut + 0.5*at^2
u = o m/s
2.8 = 0.5*a*1.72^2
a = 1.893 m/s^2
b) f = mg sin theta - ma = 13.537 N
c) mew = f/(mg cos theta) = 0.43025
d) v = u + a*t = 0 + 1.893*1.72 = 3.256 m/s
A child leaves her book bag on a slide. The bag, which is at the top...
A child leaves her book bag on a slide. The bag, which is at the top of the slide, starts from rest and reaches the bottom in 1.73 s. The mass of the book bag is 3, 30 kg, the length of the slide is 3.70 m and the angle of incline is 31.oe. (Assume the +x-axis to be parallel to and down the slide. For all values, enter the magnitude only.) With what acceleration does the bag go down...
A child and sled with a combined mass of
52.0 kg slide down a frictionless slope. If the sled starts from
rest and has a speed of 3.70 m/s at the bottom, what is the height
of the hill?
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