An air track cart is attached to a spring and completes one oscillation every 5.67 s in simple harmonic motion. At time t=0.00 s the cart is released at the position x= +0.250 m. What is the position of the cart when t= 29.6 s?

Although California is known for earthquakes, it has large regions dotted with precariously balanced rocks that would be easily toppled by even a mild earthquake. Apparently no major earthquakes have occurred in those regions. If an earthquake were to put such a rock into sinusoidal oscillation (parallel to the ground) with a frequency of 2.2 Hz, an oscillation amplitude of 1.0 cm would cause the rock to topple.What would be the magnitude of the maximum acceleration of the oscillation, in terms of g?

A 3kg block is attached to one end of a spring and resting on a frictionless surface. The mass is pulled away from rest and put to motion. A motion sensor is stationed to capture the data from the motion and we are given the following equation for the speed of the object in meters per second: v=-6.5 sin(4.0t). What would be the amplitude of the motion, the angular frequency, and the spring constant?

The amplitude of an object in simple harmonic motion is 4.00 m. Its maximum acceleration is 5.00 m/s². What is the period of the simple harmonic motion? O 0.417 s O 5.03 s O 5.62 s O 1.25 s 0.800 s O none of the above