In an experiment, weight is suspended by a massless spring. When the attached wight starts oscillating (simple harmonic motion), its time period relies upon the mass of the hanging weight as well as the stiffnes
Find the equivalent spring constant in the following cases: View Solution Two identical resistor each of resistance 10Ωare connected in (i)series and then (ii) in parallel in line to a battery of 6 volts. Calculate the ratio of power consumed in the combination of resistor in the two case...
A spring connected to a mass performs simple harmonic motion under the influence of the restoring force of the spring. The period and frequency of the simple harmonic motion of this system depend on the spring constant an...
Find the displacement of a simple harmonic oscillator at which its PE ... 01:27 A body of mass m is situated in a potential field U(x)= U(0) (1-cos al... 02:15 A mass 2kg is attached to the spring of spring constant 50 Nm^(-1). Th... 02:03 Consider a pair of identica...
Because the total energy of the system must remain constant as energy changes forms, the potential energy at the amplitude is equal to the total energy of the system at all times. The amount of total energy in the system is, therefo...
Suppose we have a mass-spring-dashpot system with corresponding differential equation x'' + 5x' + 10.25x = 2e^{-2.5t} \sin^2(t) , where x(t) is the displacement of the mass from its equilibrium p An object o...
A spring with a spring constant of 100 N/m completes one oscillation in 2.4 seconds. What is the mass attached to the spring? How would I write intervals of x where a graph is increasing? Distinguish between a correlation and an autocorrelation. How are these measures sim...
A mass attached to a spring is moving up and down in simple harmonic motion. The graph gives its displacement d(t) from equilibrium at time t. Express the function d in the form d(t) = a \sin \omega ...
A block of mass m compresses a spring iof stifffness k through a distacneas shown in the figure .If the block is not fixed to the spring the period of motion of the block is View Solution A block of massmsuspended from a spring of spring constantk. Find the amplitude ofS.H.M. ...
Let k be the spring constant of the spring. When mass M is suspended from the given system as shown in figure.let l be the length through which mass M moves down before it comes to rest. In this situation, both the spring and string will be stretched b