Refer to the diagram (a side view- not to scale). Starting from rest, a 10.7 kg...
A solid block of mass m2 = 2.3 kg, at rest on a horizontal frictionless surface, is connected to a relaxed spring (with spring constant k = 260 N/m whose other end is fixed. Another solid block of mass m1 = 2.2 kg and speed v1 = 3.3 m/s collides with the 2.30 kg block. If the blocks stick together, what is their speed immediately after the collision?What is the maximum compression of the spring?
In the figure, block 1 of mass 2.00 kg slides from rest along a frictionless ramp from height h = 2.60 m and then collides with stationary block 2, which has mass 4.50 kg. The spring shown has a spring constant of 31.5 N/m. (a) How fast is block 1 moving just before contacting block 2? (b) Assume the whole path is frictionless, and the collision is completely inelastic, how far does the spring compress? (c) Now, assume you test...
A 1.0-kg block (Block 1) at rest on a horizontal frictionless surface is connected to unstretched spring Ck 400 N/m) whose other end is fixed. A 2.0-kg block (Block 2) moving at 4.0 m/s collides with Block 1. Block 2 is found to move leftward with a speed of 1 m/s after collision. (1) What is the speed of Block 1 after collision? (6 pts) (2) What maximum compression of the spring occurs when Block I momentarily stops? (6 pts)...
2. Refer to the diagram shown here (a side view, not to scale). Two blocks with masses m, and m, respectively, are connected via a massless thread over a pulley wheel. The wheel is a solid, uniform disk with mass m, outer radius R, and a frictionless axle. Initially you hold m, (and therefore the entire system) at rest in the position shown; m, is at rest on level ground. Then you release m,. The data: m,-7.16 kg m, 3.45...
Refer to the diagram shown here (a side view, not to scale). Two blocks with masses m, and m,, respectively, are connected via a massless thread over a pulley wheel. The wheel is a solid, uniform disk with mass m, outer radius R, and a frictionless axle. Initially you hold m, (and therefore the entire system) at rest in the position shown; m, is at rest on level ground. Then you release m, The data: m,7.16 kg m, 345 kg...
2. Refer to the diagram shown here (a side view, not to scale) Two blocks with masses m, and m, respectively, are connected via a massless thread over a pulley wheel. The wheel is a solid, uniform disk with mass m,, outer radius R, and a frictionless axle. Initially you hold m, (and therefore the entire system) at rest in the position shown; m, is at rest on level ground. Then you release m, The data: m,7.16 kg m-3.45 kg...
2. Refer to the diagram shown here (a side view, not to scale) Two blocks with masses m, and m2, respectively, are connected via a massless thread over a pulley wheel. The wheel is a solid uniform disk with mass m, outer radius R, and a frictionless axle Initially you hold m, (and therefore the entire system) at rest in the position shown; m, is at rest on level ground. Then you release m The data: m,-7.16kg m2-3.45 kg m,-2.63...
4.[1pt] A block of mass m - 6.10 kg is released from rest at a height of H- 10.00 m on a curved frictionless ramp. At the foot of the ramp is a sring whose spring constant is k -455.0 N/m. What is the maximum compression of the spring, x? Answer: Submit All Answers 5.[lpt] After the spring reaches its maximum compression, it pushes the block backwards. What is the maximum height reached by the block? Answer: Submit All Answers
3.0 kg block slides down a frictionless ramp of height 3.0
meters starting from rest. it then traverses a 2.0 metter rough
patch with a coefficient of kinetic friction 0.35 It then gets to a
smooth area where it compresses a horizontal spring of spring
constant 50 n/m.
Please help me Solve the rest of the physics problem
The answers to part A is x= 1.64 meters and part b is 1.58
meters
Problem 1 A 3.0 kg block slides...
a block with a mass of 2.5 kg starts from rest at the top of the
apparatus shown below. it then slides without friction down the
incline, and collides with a spring attached to a wall. The spring
has a spring constant of K=120N/m. Using the principle of energy
conservation,
a. find the initial gravitational potential energy of the block
at point A
b. find the kinetic energy of the block at point B
c. what is the velocity of...