A spring with unstretched length Lo = 13 cm is hung vertically. You attach a mass...
You attach a 150 g mass on a spring hung vertically. a. If the spring initially stretches 16 cm when you hang the mass on it, what is the spring constant? b. How long will one oscillation take? The spring is now oriented horizontally and attached to a glider on a frictionless airtrack. The glider also has mass of 150 g. You want to observe the oscillations of this horizontal springmass system in the lab with a motion detector. You...
A spring with a relaxed length of 25 cm and a stiffness of 13 N/m stands vertically on a table. A block of mass 73 g is attached to the top of the spring. You pull the block upward, stretching the spring until its length is now 31.7 cm, hold the block at rest for a moment, and then release it. Using a time step of 0.1 s, predict the position and momentum of the block at a time 0.2...
A spring has an unstretched length of 12 cm. When an 80 g ball is hung from it, the length increases by 4.0 cm. Then the ball is pulled down another 4.0 cm and released. Draw a position-versus-time graph showing the motion of the ball for three cycles of the oscillation. Let the equilibrium position of the ball be y=0. Be sure to include appropriate units on the axes so that the period and the amplitude of the motion can...
An unstretched vertical spring has length of L1 = 7.35 ± 0.05 cm. A mass is hung on the spring which then stretches to a length L2 = 12.50 ± 0.05 cm. If the mass added was 500.0 ± 0.1 g, calculate the spring constant k and its uncertainty. Show your workings.
You have a lightweight spring whose unstretched length is 4.0 cm. First, you attach one end of the spring to the ceiling and hang a 3.0 g mass from it. This stretches the spring to a length of 5.0 cm . You then attach two small plastic beads to the opposite ends of the spring, lay the spring on a frictionless table, and give each plastic bead the same charge. This stretches the spring to a length of 4.6 cm...
Springs 0.0/4.0 points (graded) LB A massless, ideal spring with an unstretched length of Lo stretches to an equilibrium length of Lo + ΔL when an object of mass M is hung vertically from its end If another object with the same mass M is instead hung from two springs, each identical to the first spring, what is the new equilibrium length, LA, of this system? Express your answer in terms of Lo and Δし. For Lo type-L-0" and for...
A spring with a relaxed length of 25 cm and a stiffness of 15 N/m stands vertically on a table. A block of mass 86 g is attached to the top of the spring. You pull the block upward, stretching the spring until its length is now 29.9 cm, hold the block at rest for a moment, and then release it. Using a time step of 0.1 s, predict the position and momentum of the block at a time 0.2...
A spring stretches 0.150 m when a 0.300 kg. mass is hung vertically from it. From this information you can determine the spring constant, k. Next, the spring is set up horizontally with the 0.300 kg. mass resting on a frictionless table. The block is pushed so that the spring is compressed 0.100 m from the equilibrium point, and released from rest. Determine: The spring constant k (in N/m)? The amplitude of the horizontal oscillation (in m)? The angular frequency,...
(b) (3 points) A ball of mass m is attached to a spring (with unstretched length lo and spring constant k) which hangs vertically. The ball is initially held at rest with the spring at its unstretched length. Then, the ball is let go. Consider the instant when the ball reaches its lowest position (the spring stretches to its maximum length and s instantaneously at rest), I was done by the spring force during this process (that is from release...
A spring has an unstretched length of 15 cm . When an 85 g ball is hung from it, the length increases by 3.0 cm . Then the ball is pulled down another 3.0 cm and released. Part A) What is the spring constant of the spring? Express your answer in newtons per meter. Part B )What is the period of the oscillation? Express your answer in seconds.