1. The problem statement, all variables and given/known data 1) The equation of the particle on one dimension given by; d^2y/dt^2 + 2 dy/dt + 6y = 10sinωt a) Find the displacement as a function of time. b) find T= ? A=? (period,amplitude) 2) Show that the amplitude of the vibration damping halved on time 1,39/γ. 3)On one LC circuit; C = 100mikroF and resonance frequency is 2MHz.Find the value of coil. (L) 2. Relevant equations General form = d^2y/dt+γdy/dt+y=F0cosωt And I don't know can we use this formula but maybe can help; A=-F0/m /(ω^4+γ^2ω^2)^1/2 d^2θ/dt^2 = -W0^2q 3. The attempt at a solution I just tried to use the formula for amplitude but there's no mass.And I don't have an idea about 2 and 3.