Find Ck for the sequence x(n) shown below px (n) 327 -2

Find a system of differential equations and initial conditions for the currents in the network given in the schematic diagram. Assume that all initial currents are zero. Solve for the currents in each branch of the network. What is the system of equations? Is A. O B. O C. N dI₂ 4-41₁-8=0, 1₁ + 1₂ + q' = 0 and -2- dt 1₁ (0)=0, 1₂ (0)=0, 13(0) = 0 dl₁ dt I₁ (0) = 0, 1₂ (0) = 0, 13(0) = 0 dl₁ dq dt dt 1₁ (0)=0, 1₂ (0)=0, 13 (0) = 0 dq where q is the charge on the capacitor. dt dI₂ 4+41₁ +8=0, I₂ + dt I₁ (0)=0, 1₂ (0) = 0, 13 (0) = 0 dq 4-4- -81₂ = 0, −1₁+1₂ + q' = = 0 and -2 - 12q + 8I₂ = 0 dt dq 4+4- +81₂ = 0, I₂ + +₁ = 0 and 2 dt dq 13 (Type exact answers.) What is the current in each branch of the network? 4₁ = | 1₂ = dq dt +1₁ = 0 and 2- dq dt dI₂ -=0 dt - 12q+8- +12q +81₂ = 0 +12q +8I₂ = 0 4 V 492 ww 1₁ 8 H ell 1₂ 292 www 13

Fast pls solve this question correctly in 5 min pls I will give u like for sure Sub Convert the equation given in rectangular form into polar form. y=6

Simplify BC + B(A+B) + B(A+C) Answer = O a. B+AC O b. A+BC O c. B O d. A In a K-Map, the cells in the outer left column are adja

For the equation 0=AB+BC+AC consider using only 7432 OR gates and either 7408 or 7411 AND gates

for x=3 Design a sychronous down counter using T-Flipflop which counts from 9 to 0 skipping X (X is the last digit of your Student ID). Check if this counter is self correcting or not. Show all the steps

For the driven RL circuit shown below find expressions for iL and vi for all time (t), then draw them with time. ell 50 mH 2u(t) A 100 2

Q 2: Examine the stability of given equation using Routh's method: - S3 + 6S2 + 11S + 6 = 0

kindly determine the number of roots with positive real part for a system with the characteristic equation

ii ....its Subtractiv.....its using division ..