Recent content by morrisj753

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    Mechanics Problem: Finding the speed at the center of a ring

    Homework Statement A homogeneous ring lays horizontally on two identical parallel rails. The first rail moves parallel to itself, with a constant speed v; the second rail is at rest. The angular distance between the ring-rail contact points, as seen from the center of the ring, is 2α for the...
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    Finding Acceleration of a Car with a Hanging Mass

    Thank you for the response, and yes, I did end up with the correct answer.
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    Finding Acceleration of a Car with a Hanging Mass

    Homework Statement A point object of mass M hangs from the ceiling of a car from a massless string of length L. It is observed to make an angle θ from the vertical as the car accelerates uniformly from rest. Find the acceleration of the car in terms of θ, M, L, and g. Diagram...
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    Solving a Spring/Force Problem: Mass, Spring Constant, and Acceleration

    @Signature PF: You might have made an error, because you forgot about the negative, it'd be x = - ma / k @TSny: Fe i suppose does not act directly on m, but the weight DOES directly affect the mass m. The way the problem is worded, the weight overcame the force of the spring. mg - (-kx)...
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    Solving a Spring/Force Problem: Mass, Spring Constant, and Acceleration

    Homework Statement A mass m is resting at equilibrium suspended from a vertical spring of natural length L and spring constant k inside a box. The box begins accelerating upward with acceleration a. How much closer does the equilibrium position of the mass move to the bottom of the box...
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    Will the Block Tip Over or Slip on an Incline?

    Homework Statement A uniform rectangular wood block of mass M, with length b and height a, rests on an incline as shown. The incline and the wood block have a coefficient of static friction, µs. The incline is moved upwards from an angle of zero through an angle θ. At some critical angle the...
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    Amplitude Change in Oscillations with Varying Spring Constants

    You end up with 1/√2 A, which is the correct answer. Thank you very much for the help!
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    Amplitude Change in Oscillations with Varying Spring Constants

    well, by substituting k' = 2k, you end up with A^2 = 2 (A')^2
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    F = ma 2011 Exam #9 (Ideal Spring problem)

    When Bob pulls with 3 N, the spring exerts a force of - 3 N to oppose it. So you account for 3N only once. F=kx 3 = 10x x = 0.3 m 2 + 0.3 = 2.3 m
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    Amplitude Change in Oscillations with Varying Spring Constants

    Homework Statement A mass is attached to the wall by a spring of constant k. When the spring is at its natural length, the mass is given a certain initial velocity, resulting in oscillations of amplitude A. If the spring is replaced by a spring of constant 2k, and the mass is given the same...
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    Two Rotational Dynamics Problem

    1) 10. Four objects are placed at rest at the top of an inclined plane and allowed to roll without slipping to the bottom in the absence of rolling resistance and air resistance. • Object A is a solid brass ball of diameter d. • Object B is a solid brass ball of diameter 2d. • Object C is a...
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