ng that goes up and loops over a pulley. T n = 16 kg) that hangs freely. The bottom = 120 N/m). This spring is then attached
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
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- You’re bouncing up and down on a trampoline. After you have left the trampoline and are moving upward, your apparent weight isA. More than your true weight.B. Less than your true weight.C. Equal to your true weight.D. Zero.i need help understanding spring coefficients?A block of mass m. m₁ 22.0 kg is connected to a block of mass m₂ = 28.0 kg by a massless string that passes over a light, frictionless pulley. The 28.0-kg block is connected to a spring that has negligible mass and a force constant of k = 200 N/m as shown in the figure below. The spring is unstretched when the system is as shown in the figure, and the incline is frictionless. The 22.0-kg block is pulled a distance h = 18.0 cm down the incline of angle 0 = 40.0° and released from rest. Find the speed of each block when the spring is again unstretched. m/s m/s V m1 V m2 = 0 = m₁ m₂ w
- Please help with explanationHow does the tension per unit length resulting from connecting N identicalsprings end-to-end (or “in series”) compares with the tension resulting from connecting them in parallel (say in comparison to a single spring of the same type and length)? In series In parallelA. Tension increase by N Tension decreases by 1/NB. Tension decrease by N Tension increases by 1/NC. Tension increase by 1/N Tension decreases by ND. Tension decrease by 1/N Tension increases by NE. No change No change9. A 55 g mass-is suspended from a vertical spring. What is the spring constant for this spring? T -x=0 Ax 5.8 cm 319 N/m a b. 9.3 N/m. c. 9.3x10' N/m d. 3.2 x 10 N/m
- When y is zero, the springs sustain a force of 62 lb. (Figure 1) Figure Þ www k 40 lb/ft 201 201 AS 2010 wwww 40 lb. t 1 of 1 ▼ Part A Determine the magnitude of the applied vertical forces F and-F required to pull point A away from point B a distance of y= 1.7 ft. The ends of cords CAD and CBD are attached to rings at C and D. Express your answer to two significant figures and include the appropriate units. F= Submit μA Value Provide Feedback Request Answer a Units F ? Next >3. A bob on the end of a pendulum has a mass of 2.00kg. The rope of the pendulum Is 13.0 meters long. At the equilibrium point for the pendulum system, the bob is 10.0cm above the ground. The bob is pulled back to a height of 30.0cm above the ground. With the rope tight, the bob is release. a) Draw a diagram of this situation. Make note of the equilibrium point and the position from which the bob was released. b) Calculate the maximum speed of the bob. c) Calculate the speed of the bob when it is at a height of 17.0 cm above the ground. (36. A1.00 kg mass is attached to a massless spring. After a mass, M, is attached to the spring and it reaches equilibrium, the spring is stretched 12.0 from its free length. From this position, the mass is pulled down an additional 20.0 cm, and released. Assume no loss due to friction. The force constant of the spring is M O A. 1 N/m B. 12 N/m OC. 20 N/m D. 54 N/m O E. 75 N/m F. 82 N/m O C. 98 N/m Back Save & Continue earch 99+ DELL
- A 273 g mass causes a 0.29 m change in length when hanging from a particular spring. Find the associated spring constant. O941.38 N/m O 9,226 N/m 92.26 N/m 0.941 N/mKwame experimented with his spring scale and found that it took 3.5 N of force to move his spring scale 0.02 m. What is the spring constant of Kwame's spring scale? A 175 N. 0.07- 7.0 D. 3.48 B.2. A brake consists of members AB, CB and pulley D as shown in figure. A string supporting a weight P-1800N passes through over pulley D. the other end of the string is secured to the wall. r=0. Im. AD=0.2m, BD=0.4m, .Determine the reaction forces at points A and the internal force of rod BC. The weight of the members and pulley are negligible- D B