5. A solid sphere (I = mr²) wwith a mass of 3 kg and a radius of 8 cm is placed at rest on a slope. The ball willroll down the slope and hit a 0.5 m spring that is parallel to the incline of the slope.a.The spring compresses 0.3 m as the ball momentarily comes to rest. What is the spring constant of thespring?4m5m4mееее5mb. What would the initial velocity of the ball have to be in order to compress the spring to the full 0.5 m atthe momentary stop?

Step 1:Given mass m=3 kg, radius r= 0.08 m, height h= 4m a) compression x = 0.3 m, By…

Answered: 5. A solid sphere (I = mr²) w with a…

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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can someone explain how this is the answer? i got 5.2*10^3 but the answer is 8066.888? please explain how!
4. A pinball of mass M and radius R is pushed against a spring of spring constant k. The spring is compressed a distance D and the pinball machine ramp is inclined at an angle 0. The spring is then released. The pinball is a solid metal sphere that rolls without slipping. a. Determine the speed of the pinball as it leaves the spring. Hint: the spring force is not constant so you cannot use constant acceleration kinematics. Use conservation of mechanical energy instead. b. What is the distance that the pinball would go up the ramp before coming back down?
1. A 97 g ball bobbing up and down on the ocean as the waves roll by has a vertical position that can be described as a function of time by x(t) = cos(10t). What is the force on the ball at a time of 4.6 seconds? Note: The argument of the cosine function is in radians. Hint: Don't forget the sign of the force. F = 6.74 X√ N
< 8 of 18 Exercise 13.35 an Review I Constants A thin spherical shell has radius rA = 3.00 m and mass mA = 35.0 kg. It is concentric with a second thin spherical shell that has radius TB =7.00 m and mass mg = 60.0 kg Part A What is the net gravitational force that the two shells exert on a point mass of 0.0200 kg that is 2.00 m from the common center of the two shells (inside both shells)? Express your answer with the appropriate units. HÀ ? F= Value Units Submit Request Answer • Part B What is the net gravitational force that the two shells exert on a point mass of 0.0200 kg that is 5.00 m from the common center of the two shells (in the space between the two shells)? Express your answer with the appropriate units. HÀ F = Value Units Submit Request Answer • Part C What is the net gravitational force that the two shells exert on a point mass of 0.0200 kg that is 8.00 m from the common center of the two shells (outside both ahelle2 MacBook Air DII 80 888 F10 F11 F12 F7 esc F3 F4 F5 F6…
A large solid disk with radius rb= 1.1m has a second, smaller solid disk with radius rs= 0.32m and mass ms= 3.5kg attached to it. Wrapped around the smaller disk is an ideal string with a hanging mass mh= 2.3kg attached to it. The hanging mass starts out a distance yi= 5.2m above the ground as shown in Figure 1, and falls towards the ground with constant speed. a) What is the torque about the center of the pulleys? Remember torque is a vector. b) What should the mass of the larger pulley be such that the system of pulleys has an angular acceleration of α = 1.2rad/s ? c) How long will it take the hanging mass to hit the ground?
A1 kg mass is tied to a string and is being swung in a horizontal circle. The mass has a constant angular velocity of 0.3 rad/s. The string has a Young's modulus of 10 X 106 N/m?, and the string's original length is 0.7 m long. The radius of the string is 0.05 cm. How much does the string stretch? You can think of the string as being shaped like a long, thin cylinder. 5.6 mm 2.7 mm 3.2 mm 4.7 mm 3.8 mm
16. A 3.2 kg mass is attached to a hanging spring with a spring constant of 25 N/m. The mass is displaced from its equilibrium position by 5 cm and system is observed to have oscillating behavior. What is the period of the oscillating spring-mass system?
1 A spherical ball mass 5x10-4 kg is attached to a spring of force constant k = 0.05 N/m underwater. The mass is set to oscillate under the action of the spring. Calculate the Q factor of the oscillator. Consider c = 5×10-5 N.s/m
5. An object is attached to a spring and completes only one cycle (i.e. goes back and forth and stops). The object reaches its maximum velocity after 0.250 seconds of motion. Calculate the its angular frequency and the spring constant if the object is 0.125 kg.

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