a mass m=2 kg goes up to a 30 plane at point A VA - 2 m/4, the masse goes up and returns to point À with W=11m/A. a) find the work done by the f) If Mx = 0,3 fr MAN What distance can the mass travel until its velocity is zero. fiction
a sphere goes up rolling on an inclined plane (maximum height is H) with an angle of 30 °. When the sphere is at the foot of the plane, its center of mass moves with a velocity of 5 m / s. How far will the sphere go up the inclined plane? How long will it take to return to the starting point?
A 351 kg box is pulled 9.00 m up a 30° frictionless, inclined plane by an external force of 5425 N that acts parallel to the plane. Calculate the work done by the external force. work done by the external force: Calculate the work done by gravity. work done by gravity: Calculate the work done by the normal force. work done by the normal force:
A 350 kg box is pulled 6.40 m up a 30 degree inclined plane by an external force of 5000 N that acts parallel to the frictionless plane. A) Calculate the work done by the external force. Answer in kJ. B) Calculate the work done by gravity. Answer in kJ. C) Calculate the work done by the normal force. Answer in J. Please answer this in a step-by-step fashion, I would like to see the setting up so that I...
An object of 1.0 kg mass is pulled up an inclined plane by a constant force of 10 N that causes a displacement of 0.50 m. The angle of inclination with the horizontal is 30degree. Neglect friction and use g = 10 m/s^2. What is the work done by the net force on the object along the inclined plane? 4.3 J 4.3 kg m/s^2 0 J 2.5 J 3.5 J
9) A 2.00 kg box is launched up an inclined plane of angle 30 degrees with respect to the horizontal. The length of the inclined plane is 14.0 m. The coefficient of kinetic friction between the block and the inclined plane is u= 0.40. With what speed should the block be launched so that it just makes the top of the inclined plane? Work this problem using conservation of Energy. Hint: Conservation of Energy says that Wne+ ME, = ME,...
Q2)) A block of mass m= 4 kg slides down a frictionless plane inclined 30° to the horizontal . The block is connected to other block ( moving vertically) of mass m2= 1kg by massless string through a rough pulley (with moment of ineria I= 12 mR", m= 2kg and R=0.5 m) as shown in the fig. a) Find the acceleration of the blocks. b) Find the acceleration of the pulley. c) Find the tension in the string . 30
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 mass m = 1 kg slides down a θ = 30◦ inclined plane from a height of 5 m. At the bottom of the incline, it collides with another mass M = 3 kg, and the latter is initially at rest as shown in Fig. 3. The surface to the right of the inclined plane on which the 3 kg (green) mass sits is horizontal. (a) The inclined surface is frictionless. Conserve energy to find the velocity of the...