Exercise 1
A bicycle rides an inclined plane with an initial velocity 15 m/s. 500 N
a) What is the velocity of the bicycle when it costs a
net high of h=5m? We neglect friction
b) What maximum high h that could be reached by the
bicycle?
a)
vi = initial velocity = 15 m/s
vf = final velocity = ?
h = height gained = 5 m
m = mass
Using conservation of energy between Top and bottom
Kinetic energy at top + potential energy at top = Kinetic energy at bottom
(0.5) m vf2 + mgh = (0.5) m vi2
vf2 + 2gh = vi2
vf2 + 2 (9.8) (5) = (15)2
vf = 11.3 m/s
b)
H = maximum height gained
Using conservation of energy between Top and bottom
potential energy at top = Kinetic energy at bottom
mgH = (0.5) m vi2
gH = (0.5) vi2
(9.8) H = (0.5) (15)2
H = 11.5 m
Exercise 1 A bicycle rides an inclined plane with an initial velocity 15 m/s. 500 N a)...
15-2. A 20-15 block slides down a 30° inclined plane with an initial velocity of 2 ft/s. Determine the velocity of the block in 3 s if the coefficient of kinetic friction between the block and the plane is uk = 0.25.
bicycle of mass m with initial velocity 10 m/s coasts to a net height of 3.5 m. 1. What is the velocity at the top, neglecting friction? 2. Write the equation of conservation of total energy if friction is not neglected 3. Find the final speed at the top if the mass of bicycle = 60 Kg and the work done by friction force in absolute value is 600 J.
a block of mass 25 kg is given an initial velocity of 10 m/s down a 35 degree inclined plane and slides down the incline with an acceleration of 5m/s/s. a) what is the coefficient of kinetic friction between the block and the incline? b) what is the length of the incline if it takes 12 s for the block to reach its foor?
114 box ofmass m-3 kg slips to the inclined plane. If its initial velocity is vot)rn/s: L=15 m, and 9=30. Find the final velocity v
Easy velocity on inclined plane problem. A block of mass m slides down an inclined plane at an angle theta. The block is released at rest from a height h. Find the velocity, in components, of the block as it reaches the bottom of the inclined plane. h=.5m m=2.0kg theta=30 degrees Can you do this without using conservation of energy? That is the easiest way to do it, but I cannot find the solution using any other methods that I...
from the bottom of an inclined plane we throw up a body with an initial velocity of 10 m / s. The body travels a distance of 4 meters above the plane. Until it stops. calculate the total work required by the system Ae 4 m Vo=10 m/s 45
from the bottom of an inclined plane we throw up a body with an initial velocity of 10 m / s. The body travels a distance of 4 meters above the plane. Until it stops. calculate the total work required by the system Ae 4 m Vo=10 m/s 45
A 28-lb block slides down a 30° inclined plane with an initial velocity of 2 ft/s. Part A 0.29 Determine the velocity of the block in 3 s if the coefficient of kinetic friction between the block and the plane is Express your answer to three significant figures and include the appropriate units. Val Units Submit Request Answer
The initial velocity of a 1.51 kg block sliding down a frictionless inclined plane is found to be 1.48 m/s. Then 1.66 s later, it has a velocity of 8.60 m/s. What is the angle of the plane with respect to the horizontal?
A 2.00 kg mass with an initial velocity of 2.00 m/s slides down a track inclined at 5° above the horizontal. Because of friction, the mass comes to a stop after sliding for 4.00 s. What is the force of friction?