
Find the tension of the rope as a function of theta, assuming that system starts from theta_0.
SOLUTION:

The weight of the ball (mg) can be resolved into 2 perpendicular components as shown in the above figure.
From figure we have, Tension on the rope is given by:

Where m is mass of the ball and g is acceleration due to gravity.
Therefore, Tension of the rope as a function of angle is given by:
![]() |
Find the tension of the rope as a function of theta, assuming that system starts from...
Use MatLab 2014 version please
Find the value theta (t) - theta_a/theta - theta_a = e^- h A t/mC where theta (t) = 15.5 theta_a = 3.8 theta_0 = 22.9 A = 0.0177 t = 15 m = 0.4423 C = 901 Don't simplify by hard.//Use MatLab
find acceleration and tension of the pulley system
find the accelration and tension
TBD m. 3.3 kg GIVEN Coefficient of friction 0.2 FBD Angle of inclination (theta) 71 degrees a=? T=? 4 kg
A block of weight 45.3 N is hanging from a rope. The tension from the rope is pulling upward on the block. The block is accelerating downward at a rate of 1.46 m/s2. What is the magnitude of the tension in the rope?
Find tension on T_1 and T_2 using sigma F_x = T_1 cos(theta) - T_2 cos (theta) + c = 0 Ans sigma F_y = T_1 sin(theta) + T_2 sin(theta) - mg = 0
A 48 kg box hangs from a rope. A) what is the tension in the rope if the box is at rest? B) What is the tension in the rope if the box has a Vy= 2.0 m/s and is speeding up at 5.0 m/s^2 ?
An 89 kg box hangs from a rope. A. What is the tension in the rope if the box is at rest? Express your answer in newtons. B. What is the tension in the rope if the box has vy = 8.0 m/s and is speeding up at 8.0 m/s2 ? Express your answer in newtons.
A flag of mass 2.9 kg is supported by a single rope as shown in the figure below. A strong horizontal wind exerts a force of 15 N on the flag. Find the tension in the rope and the angle theta the rope makes with the horizontal. Tension = N theta = degree
Assuming that a tension of 1.0 N is applied to a rope that has a length of 0.900m and whose linear mass density is 4.325 * 10 ^ -3 kg / m; determines the propagation speed of the transverse waves produced in the string if it is observed that three segments are formed when the oscillation frequency is 25.3 HZ
A 46 kg box hangs from a rope. What is the tension in the rope if the box has vy = 5.0 m/s and is speeding up at 7.0 m/s2 ?
A 205 N sign is supported by two ropes. One rope pulls up and to the right ?1=25.5∘ above the horizontal with a tension ?1 , and the other rope pulls up and to the left ?2=47.5∘ above the horizontal with a tension ?2 , as shown in the figure. Find the tensions ?1 and ?2 . Exit sign suspended by two ropes. Rope 1 goes up and to the right, makes an angle theta subscript 1 with the horizontal,...