m2g - T = m2a ..eq 1
T - um1g = m1a ....eq2
Add eq1 and eq2
m2g - um1g =( m1+m2)a
a= (45- 0.25× 25)× 9.8/ 25+45= 5.425 m/s^2
T = m2g- m2a= 45x (9.8- 5.425) = 196.88N
No system is not in static equilibrium

Problem 1: Two blocks of mass: m, =25 kg and m2=45 kg are connected by that...
Two blocks with mass M1 and M2 are arranged as shown with M sitting on an inclined plane and connected with a massless unstretchable string running over a massless, frictionless pulley to M2, which is hanging over the ground. The two masses are released initially from rest. The inclined plane has coefficients of static and kinetic friction μs and μk respectively where the angle θ is small enough that mass M1 , would remain at rest due to static friction if...
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
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3. In the system below, blocks of masses m 10Kg and m2 = 30 Kg are linked by a massless string through a massless and frictionless pulley The coefficient of mj m2 kinetic friction between the inclined plane and mt is 0.4. 28* a) Draw a free body diagram for each mass individually. Find the magnitude of the acceleration of the two masses. b) プm29-mi Find the tension in the string c) T*133 d) If the string is cut, find...
Two blocks of mass m_1 = 3.00 kg and m_2 = 7.00 kg are connected by a massless string that passes over a frictionless pulley (see the figure below). The inclines are frictionless Find the magnitude of acceleration of each block. m/s^2 Find the tension in the string. N
A m1 = 1.25-kg mass is connected to a m2 = 6.90-kg mass by a light string that passes over a massless and frictionless pulley as shown. The coefficient of kinetic friction between m1 and the horizontal plane is μk = 0.42. The coefficient of kinetic friction between m2 and the θ = 34.5° incline is μk = 0.35. br /> Find the tension in the string in N.
Two blocks of mass 3.50 kg and 8.00 kg are connected by a
massless string that passes over a frictionless pulley as shown in
the figure. The inclines are also frictionless. Find (a) the
magnitude of the acceleration of each block and (b) the tension in
the string
Any help with this test prep question would be greatly
appreciated.
A block of mass M = 2.0 kg accelerates to the right on a surface with a kinetic coefficient of friction of MU_k = 0.30 pulled by a massless string which passes over a massless and frictionless pulley as shown. A block of mass m = 1.0 kg hangs freely from the other end of the string. Call the tension in the string T and the frictional force F_F....
Two masses are connected by a massless rope. The mass of object 1 is 5.5 kg, and it rests on a surface with a 1.7 coefficient for static friction (us) and a .90 coefficient for kinetic friction (uk). Object 2 has a mass of 8.3 kg and hangs over the edge of the surface by a frictionless, massless pulley. The two objects begin at rest when object 2 is released to hang freely. A.) Draw a free body diagram for...