The click to select options are "cos" or "sin". Thank you Solve oppy dt2 + 4y = 12 if v (0) = 0, dv(O) dt = = 2. + v(t) is calculated as (Click to select) (2t - 1°) ] u(t) V.
Please help solve while providing a detailed solution. Being given the following information, use the equations provided to find the steady-state current in the following RLC circuit. R=82 L= 0.5H C= 0.1F E(t) = 100 cos(2t) V knowing that at t = 0, i(0) = 0 Equations: UR = Ri VL = = L- di 9 Uci dt С VR + V1 + Vc = e(t) or =V (if the source voltage is constant) dq duc i= = C- q=ſidt...
Please help solve, providing a detailed solution using the equations provided below and LaPlace transform (Use the table provided in the link) to solve the differential equations obtained when working through the question. Link to the Laplace Transform Table: https://ibb.co/TkrvbNH Being given the following information, use the equations provided to find the steady-state current in the following RLC circuit. R=82 L= 0.5H C= 0.1F E(t) = 100 cos(2t) V knowing that at t = 0, i(0) = 0 Equations: UR...
Solve the following differential equation using variation of parameters. d yt) 2 dy() +7- + 10y() u(t) dt dt2 y(0) 0, y'(0) = 3 d yt) 2 dy() +7- + 10y() u(t) dt dt2 y(0) 0, y'(0) = 3
Given that no-5 and dv(0)/dt-10, solve-it2t) + 6U-30 e-tu (t). + 5 -t 2t V(t) is calculated as | e3 u(t)
problem 7 Problem-4 [10 Points] Find the Laplace transforms of the functions in Figure. 2 Figure. 2: Triangular Function Problem-5 [10 Pointsl A system has the transfer function h(s) = (s1)(s +2) a) Find the impulse response of the system b) Determine the output y(t), given that the input is x(t) u(t) Problem-6 [10 Pointsl Use the Laplace transform to solve the differential equation +22+10v(t) 3 cos(2t) dt2 dt subject to v(0)-1, dv(O) Problem-7 [10 Points] Solve the integrodifferential equation...
Solve the following integrodifferential equation 2 dx + 5x +3 / x dt + 4 = sin 4t, x(0) = 1. 0 x(t) is calculated as e-t + e -1.5t , + cos t) + sind |t)]u(t).
ECE 2005-W19 HW-5 Due: Mon 3/4/19 6 9.25. Using phasors, determine i(0) in the following equations di dt (a) 2 + 3i(t) -4 cos(2t - 45°) (b) 10 idt + + 6(t) - 5 cos(5t 220) A
Solve equation (10) from Section 7.4 t di L Ri(t) + dt 1 i(T) dt E(t) (10) - 0 with L, R, C, and E(t) as given subject to i(0) 3 Ω, C 0.05 f L 0.1 h, R E(t) 80 t1) Ut - 2 J4-1)+( i(t) t -
I need some help with these We were unable to transcribe this image4. di Зу--2 cos(3t) dryco(2) dt2 6. 'y +10V cos(3t) dt2 4. di Зу--2 cos(3t) dryco(2) dt2 6. 'y +10V cos(3t) dt2