The frequency of a body moving with simple harmonic motion is doubled. If the amplitude remains the same, which of the following is also doubled? A Time period B Total energy C Maximum velocity D Maximum acceleration
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- The graph shows the position of an object in simple harmonic motion. At which labeled point is the instantaneous velocity zero while the acceleration is in the negative direction? A O A OB O E O с x (m) D B 1 2 3 D E t(s)The function: y = 6.0 m * cos (5.0 rad/s * t + 1.0 rad) describes the simple harmonic motion for a system. What is the amplitude: m What is the is the angular velocity: rad/s What is the phase constant: rad What is the displacement from equilibrium at t = 3.0 s: m (make sure your calculator is in radian mode)If you were to release your pendulum, regardless of amplitude, mass or length, it will swing less and less, and eventually and come to a stop on its own. This is due to friction. List 2 places friction is found in your system.
- In the figure, two blocks (m-1.80 kg and M-9.50 kg) and a spring (k-250 N/m) are arranged on a horizontal frictionless surface. The coefficient of static friction between the two blocks is 0.390. What amplitude of simple harmonic motion of the spring-blocks system puts the smaller block on the verge of slipping over the larger block? Number Units MA particle moves in simple harmonic motion with a period of 0.3 s and an amplitude of 6 cm. What are the speed and acceleration of the particle when it is 4 cm from the equilibrium position?Two simple harmonic oscillators H1 and H2 of masses on a spring have masses m1 and m2, spring constants k, and k2, and amplitudes A1 and A2. It is found that the total mechanical energy of H2 equals 4H1. Which one of the following will NOT give this relationship? O mị = m2 ; 4k1 = k2 ; A1 = A2 O 4m1 = m2 ; 4k1 = k2 ; A1 = A2 O mi = m2 ; 2k1 = k2 ; (v2) A1 = A2 O 4m1 = m2 ; ki = k2 ; Aı = A2