Give me explanation and Answer for Q15
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Give me explanation and Answer for Q15 Two particles of mass m each are connected by...
Two particles of mass m are constrained to move along two horizontal frictionless rails that make...
Two particles of mass m are constrained to move along two horizontal frictionless rails that make an angle 20 with respect to each other. They are connected by a spring with spring constant k, whose relaxed length is at the position shown in the figure below. What is the frequency of oscillations for the motion where the spring remains parallel to the position shown? meeeeeeeeem
Please help 8. An object of mass m-2Kg is attached to a horizontal spring of constant...
Please help
8. An object of mass m-2Kg is attached to a horizontal spring of constant k-30 N/m and can move frictionless along a horizontal table. The other end of the spring is attached to a wall The spring is relaxed and the block is at rest. Then the block is pushed 3 cm to the left and released from rest. Considering positive x direction to the right, and t-0 the time of release, write the position equation as a...
2. In class we considered a mass m connected to a pair of identical springs with...
2. In class we considered a mass m connected to a pair of identical springs with spring constant k. One spring is connected to the left side of m and the other is connected to the right side. Initially, the springs are at their equilibrium lengths ro and the two springs and the centre of m are all aligned with the r-axis. The mass is on a frictionless horizontal surface. The ry-plane is horizontal. m4 co . In class, we...
A dumbbell consists of two equal masses m mounted on the ends of a rigid rod...
A dumbbell consists of two equal masses m mounted on the ends of
a rigid rod of length 2b. The dumbbell is at rest on e frictionless
horizontal table, lying on the x-axis and centered on the origin,
as seen in Figure 3.
At time t = 0, the left mass is given a sharp tap, in the shape
of a force F⃗ acting in the ”northeasterly” direction at angle γ
from the x-axis. The tap lasts for a very...
A system consists of two spheres, of mass m and 2m, connected by a rod of...
A system consists of two spheres, of mass m and 2m, connected by a rod of negligible mass, as shown above. The system is held at its center of mass with the rod horizontal and released from rest near Earth's surface at time t = 0.
A glider with mass m=0.200kg sits on a frictionless horizontal air track, connected to a spring...
A glider with mass m=0.200kg sits on a frictionless horizontal air track, connected to a spring of negligible mass with force constant k=5.00N/m. Suppose the glider is initially at rest at x=0, with the spring unstretched. Then you apply a constant force F⃗ with magnitude 0.583 N to the glider. What is the glider’s speed when it has moved to x=0.100m? If the 0.583 N force is removed when the glider reaches the 0.100 m point, at what distance from...
A block with mass M rests on a frictionless surface and is connected to a horizontal...
A block with mass M rests on a
frictionless surface and is connected to a horizontal spring of
force constant k. The other end of the spring is attached to a wall
(Fig. P14.68). A second block with mass m rests on top of the first
block. The coefficient of static friction between the blocks is ms.
Find the maximum amplitude of oscillation such that the top block
will not slip on the bottom block.
Suppose the two blocks are...
9. Three particles A, B and C, each of mass m, are at rest on a...
9. Three particles A, B and C, each of mass m, are at rest on a smooth horizontal table at the vertices of an triangle of side 2a. The particle A is connected to particles B and C by light inextensible strings each of length 2a. The particle A is given of the table and in a direction perpendicular to the line joining B and C, so that both strings receive an Find equilateral impulse of magnitude mu, in the...
A horizontal mass-spring system consists of a block (m=1.5 kg) on a frictionless to connected to...
A horizontal mass-spring system consists of a block (m=1.5 kg) on a frictionless to connected to a spring (k = 750 N/m). The system is initially at rest and is in equilibrium MI Second DIOCK (M=1.5 kg) approaches with a speed of 3.5 m/s and undergoes all inelastic collision with the first block (i.e.. they stick together after the collision). (a) What is the amplitude of the resulting simple harmonic motion (in cm)? (b) What is the angular frequency (w)...
Exercise 3.2. This problem is challenging! Two identical particles of mass m are connected by a...
Exercise 3.2. This problem is challenging! Two identical particles of mass m are connected by a light spring with stiffness k (neglect the spring's mass) and equilibrium length 2. Ev- erything is lined up on the z-axis. Let the position of particle 1 be r(t) and the position of particle 2 be f(t). If at time t = 0, the positions are (0) = ? and r2(0) = l, and the velocities are non-zero with vi(0) = v1 +0 and...
Two particles of mass m are constrained to move along two horizontal frictionless rails that make an angle 20 with respect to each other. They are connected by a spring with spring constant k, whose relaxed length is at the position shown in the figure below. What is the frequency of oscillations for the motion where the spring remains parallel to the position shown? meeeeeeeeem
Please help
8. An object of mass m-2Kg is attached to a horizontal spring of constant k-30 N/m and can move frictionless along a horizontal table. The other end of the spring is attached to a wall The spring is relaxed and the block is at rest. Then the block is pushed 3 cm to the left and released from rest. Considering positive x direction to the right, and t-0 the time of release, write the position equation as a...
2. In class we considered a mass m connected to a pair of identical springs with spring constant k. One spring is connected to the left side of m and the other is connected to the right side. Initially, the springs are at their equilibrium lengths ro and the two springs and the centre of m are all aligned with the r-axis. The mass is on a frictionless horizontal surface. The ry-plane is horizontal. m4 co . In class, we...
A dumbbell consists of two equal masses m mounted on the ends of
a rigid rod of length 2b. The dumbbell is at rest on e frictionless
horizontal table, lying on the x-axis and centered on the origin,
as seen in Figure 3.
At time t = 0, the left mass is given a sharp tap, in the shape
of a force F⃗ acting in the ”northeasterly” direction at angle γ
from the x-axis. The tap lasts for a very...
A system consists of two spheres, of mass m and 2m, connected by a rod of negligible mass, as shown above. The system is held at its center of mass with the rod horizontal and released from rest near Earth's surface at time t = 0.
A block with mass M rests on a
frictionless surface and is connected to a horizontal spring of
force constant k. The other end of the spring is attached to a wall
(Fig. P14.68). A second block with mass m rests on top of the first
block. The coefficient of static friction between the blocks is ms.
Find the maximum amplitude of oscillation such that the top block
will not slip on the bottom block.
Suppose the two blocks are...
9. Three particles A, B and C, each of mass m, are at rest on a smooth horizontal table at the vertices of an triangle of side 2a. The particle A is connected to particles B and C by light inextensible strings each of length 2a. The particle A is given of the table and in a direction perpendicular to the line joining B and C, so that both strings receive an Find equilateral impulse of magnitude mu, in the...
A horizontal mass-spring system consists of a block (m=1.5 kg) on a frictionless to connected to a spring (k = 750 N/m). The system is initially at rest and is in equilibrium MI Second DIOCK (M=1.5 kg) approaches with a speed of 3.5 m/s and undergoes all inelastic collision with the first block (i.e.. they stick together after the collision). (a) What is the amplitude of the resulting simple harmonic motion (in cm)? (b) What is the angular frequency (w)...
Exercise 3.2. This problem is challenging! Two identical particles of mass m are connected by a light spring with stiffness k (neglect the spring's mass) and equilibrium length 2. Ev- erything is lined up on the z-axis. Let the position of particle 1 be r(t) and the position of particle 2 be f(t). If at time t = 0, the positions are (0) = ? and r2(0) = l, and the velocities are non-zero with vi(0) = v1 +0 and...
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