A mass is suspended on a spring. The spring is compressed so that the mass is located 3 cm above its rest position. The mass is released at time t = 0 and allowed to oscillate. It is observed that the mass reaches its lowest point 1 4 s after it is released. Find an equation that describes the motion of the mass.

A mass is suspended on a spring. The spring is compressed so that the mass is located 5 cm above its rest position. The mass is released at time t = 0 and allowed to oscillate. It is observed that the mass reaches its lowest points after it is released. Find an equation that describes the motion of the mass.

1/2

Explanation:

We do not start at y=0y=0 so it is better to use a cosine curve. The hanging string is compressed to a position that is y=5y=5 units above the rest position. Hence, |a|=5∣a∣=5. Also, since we begin at positive values, then a=5a=5.

We begin at the highest point y=5y=5.

Please vote me as brainliest

explanation:

the masses of the objects and the distance between them