What should be the length of the clapper rod for the bell to ring silently, that is, for the period of the oscillation of the bell to equal to that of the clapper? (include units with answer)
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A: Given: Mass hooked up (m) = 215 kg. Period of oscillation (T) = 3.31 s.
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Q: what happens to the period if the angle is halved?
A: The time period remains the same. So, option 2 is correct. 2.Stays the same.
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Q: equilibrium displacement
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- How does pendulum follow SHM? If length of a pendulum is 1.2 m, what would be its time period?The time period of a simple pendulum is 1.4 s if we now increase the length 50% how long will it take for one complete swingIf a car has a suspension system with a force constant of 6.3·104 N/m, how much energy must the car’s shocks remove to completely dampen an oscillation starting with a maximum displacement of 0.0715 m? E = _____J
- The position as a function of time for a 300 g mass attached to the end of a spring is…x = (0.16 m)sin(2.83t + π/4). Determine… The system’s period of oscillation. ____________________ The total energy of the system. __________________ The acceleration of the mass as a function of time.______________A student stretches a spring, attaches a 1.90 kg mass to it, and releases the mass from rest on a frictionless surface. The resulting oscillation has a period of 0.910 s and an amplitude of 28.0 cm. Determine the oscillation frequency, the spring constant, and the speed of the mass when it is halfway to the equilibrium position.(a) (b) (c) (d) The figure below shows a pendulum with length L and the angle 0 from the vertical to the pendulum. It can be shown that 0, as a function of time, satisfies the following nonlinear differential equation d²0 g dt² L where g denotes the acceleration due to gravity. + sin 0 0 For small values of 0 we can assume de dt A 0 sin 0 L such that the differential equation can be considered to be linear. Find the equation of motion of the pendulum with length 750 cm if 0 is initially 15° and its initial angular velocity is = 1 rad/s. What is the maximum angle from the vertical? What is the period of the pendulum (the time to complete one back-and-forth swing)? When will the pendulum be vertical from initial position, that is, 0 = 0 ?