A marble rolls on the track shown
in the figure below, with hB = 24 cm and hC = 12 cm. If the marble
has a speed of 2.0 m/s at point A, what is its speed at points B
and C?
Velocity at point B _______ m/s
Velocity at point C________ m/s
1)
Engery before = Energy after
Kinetic energy
= Kinetic energy +
potential energy
mv1^2 = mv2^2 + mgh
2^2 = v2^2 + (9.81* 0.24m)
v2 = 1.282m/s at point B
2) The same equation as above
Engery before = Energy after
Kinetic energy = Kinetic energy + potential energy
mv2^2 = mv3^2 + mgh
1.282^2 = v3^2 + (9.81 * -0.012m)
v3 = 1.3271m/s at point C
A marble rolls on the track shown in the figure below, with hB = 24 cm...
A marble rolls on the track shown in the figure below, with hs-22 cm and hc17 cm. If the marble has a speed of 2.8 m/s at point A, what is its speed at points B and C? It m/s m/s
Please answer the following My Not -2 points A marble rolls on the track shown in the figure below, with h 24 cm and h 16 cm. If the marble has a speed of 2.7 m/s at point A, what is its speed at points B and C? m/s VB m/s
100 cm H. A child rolls a marble on a bent track that is 100 cm long as shown in the figure. We use x to represent the position of the marble along the track. The child gives the marble some initial speed at x0 m and t 0 s and then watches it roll to x100 cm, where it turns around, eventually returning to x 0 m with the same speed with which the child released it. On the...
A marble of mass m and radius r rolls along the looped rough track of the figure.(Figure 1) Ignore frictional losses. Part A What is the minimum value of the vertical height h that the marble must drop if it is to reach the highest point of the loop without leaving the track? Assume r?R. Express your answer in terms of R. Part B What is the minimum value of the vertical height h that the marble must drop if...
A ball rolls without slipping down the track as shown in the figure below, starting from rest at a height h1 = 24 m as shown. The ball is traveling horizontally when it leaves the bottom of the track, which has a height h2 = 9.5 m. Find where the ball hits the ground; that is, find L.
Review Part A The marble rolls down the track and around a loop-the- loop of radius R. The marble has mass m and radius r.(Figure) What minimum height h must the track have for the marble to make it around the loop-the-loop without falling off? Express your answer in terms of the variables R and r hmin Request Answer Submit < Return to Assignment Provide Feedback Figure 〈 1011 〉 Mass m, radius r
In an amusement park, a car rolls on a track as shown below. Find the speed (in m/s) of the car at A, B, and C. Note that the work done by the rolling friction is zero since the point at which the rolling friction acts on the tires is momentarily at rest and therefore has a zero displacement. Va = ? m/s Vb = ? m/s Vc = ? m/s Thanks! v=0 84 m 74 m 37 m
A ball rolls along the frictionless track shown in FIGURE P2.35. Each segment of the track is straight, and the ball passes smoothly from one segment to the next without changing speed or leaving the track. Draw three vertically stacked graphs showing position, velocity, and acceleration versus time. Each graph should have the same time axis, and the proportions of the graph should be qualitatively correct. Assume that the ball has enough speed to reach the top. Draw position, velocity,...
please help A marble rolls off a tabletop 1.3 m high and hits the floor at a point 2.2 m away from the table's edge in the horizontal direction (a) How long (in s) is the marble in the air? (b) What is the speed of the marble (in m/s) when it leaves the table's edge? m/s (c) What is its speed (in m/s) when it hits the floor?
In an amusement park, a car rolls on a track as shown below. Find the speed in /s) of the rolling friction acts on the tires momentarily trest and therefore has a rere displacement AB, and C. Note that the work done by the rolling friction is rare since the point at which the