
A B 4. Consider the situation in the diagram. Block A has mass 2kg and block...
A 1000 kg car is parked on a slope that is 30 degrees from horizontal. Calculate all of the forces on the car. B Tension T, Tension T Consider the situation in the diagram. Block A has mass 2kg and block B has mass 1kg. The surface is frictionless. The blocks are accelerating at 1m/s2. What are T and T2?
A block with mass M = 2kg rests on a horizontal table with static and kinetic friction coefficients µs = 0.7, µk = 0.6, respectively. A lighter block with mass m = 1kg is hanging from a string which is attached to the 1st block. (a) Find the acceleration a of the system (b) find the tension T of the string. (c) find friction f (depends if the block is moving or not!!) (d) find the maximum m when the...
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
2 5. Consider the situation in the diagram. Block 1 has mass m, and is on a slope at an angle 0 from horizontal. Block 2 has mass m2. a. Find and expression for the acceleration of the blocks, ignoring friction. b. Could you have guessed this expression? c. If the kinetic friction coefficient for block 1 is uk, how does this change the equation?
2 5. Consider the situation in the diagram. Block 1 has mass mi and is on a slope at an angle O from horizontal. Block 2 has mass m2. a. Find and expression for the acceleration of the blocks, ignoring friction. b. Could you have guessed this expression? c. If the kinetic friction coefficient for block 1 is UK, how does this change the equation?
Consider the system shown below. Block A (mass 8 kg) is connected to block B (mass 2 kg) by a horizontal string that passes over a massless, frictionless pulley. a. Draw and label all forces acting on blocks A and B. b. Draw a free–body diagram for each block c. Determine the acceleration of the system d. Determine the tension on the string.
Consider the system shown below. Block A (mass 8 kg) is
connected to block B (mass 2 kg) by a horizontal string that passes
over a massless, frictionless pulley.
a. Draw and label all forces acting on blocks A and B.
b. Draw a free–body diagram for each block
c. Determine the acceleration of the system
d. Determine the tension on the string
.
A
A
Block A in the figure has mass mA = 4.20 kg, and block B has mass mB = 2.40 kg. The coefficient of kinetic friction between block B and the horizontal plane is μk = 0.520. The inclined plane is frictionless and at angle θ = 34.0°. The pulley serves only to change the direction of the cord connecting the blocks. The cord has negligible mass. Find (a) the tension in the cord and (b) the magnitude of the acceleration...
Two blocks are connected by a light cord on a pulley. Block 1 has a mass of 2.0 kg and is being pulled along a rough surface. Block 2 hangs from the same cord and has a mass of 4.0 kg. Assume the cord does not stretch and the pulley is light and frictionless. The magnitude of the tension in the rope is 20 N. 1.) Draw a free body diagram of for each block 2.) What is the magnitude...
In the figure, block 1 has mass m1 = 440 g, block 2 has mass m2
= 580 g, and the pulley is on a frictionless horizontal axle and
has radius R = 5.2 cm. When released from rest, block 2 falls 75 cm
in 4.9 s without the cord slipping on the pulley. (a) What is the
magnitude of the acceleration of the blocks? What are (b) tension
T2 (the tension force on the block 2) and (c) tension...