A satellite of 1.20 kg mass on a horizontal spring oscillates on the frictionless surface having a displacement as a function of time given by x(t) = 0.075cos(4.16t – 2.45). (Units are standard units.)
i) Determine the time for one complete vibration.
ii) Determine the force constant of the spring.
iii) Determine the maximum force on the mass.
iv) Determine the maximum speed of the mass.
v) Determine the position, speed and acceleration of the mass at t = 1.00 s.
vi) Determine the net energy of the oscillating spring.