For the following circuit, solve for v(t) at f>0. v(1) 1F t = 0 100 20Ω 120 V 4 H (+)

Please help with this problem clear and neat step by step solution

Can you show the steps for finding the differential equation of this RL circuit if it is (di/dt)L + 5(iL) = 0?  I know it is something very simple but I'm kinda confused... do I use KVL?

can you do 5 please elec eng maths help

It makes sense up to that point but I'm getting a little confused on how you got C1 & C2.

Please solve and show work for questions 1 and 2 using formulas provided in top half of picture, thank you dearly.

Show that a system of differential equations that describes the currents i(t) and i3(t) in the electrical network shown in the figure below is di 3 dt 9 = so E(t) = Li₁' + L diz L dt di 2 -R₁ dt diz dt diz -R1 dt Ai₁ E + L Then 13 = 9' = CR₁12 - CR₂13' + R₂ 00000 L Using Kirchhoff's first law we have i₁ = 12 + 13. By Kirchhoff's second law, on each loop we have E(t) = Li₁' + +L + R₂ so that in terms of C, R₁, R₂, 12 and 13 we have the following. di3 dt di 3 dt + di 3 dt + R₁₂ = E(t) iz R₂ 1/13 R₁ + R₁/2 = E(t) + = 0. = 0. C

Question is in image provided

Can you do b-d please. I’m not understanding that

To =2+(3090+3090)/1e7 please help me ex7