ex A current ef 0:4 A in the a direction in free space is in a filament parallel to the Z-axis and passing through the point (2,-4s0) Find Ħ at t0,1,0) if the filament lies in the interval af -eぐ2< o b)-3く? <3 c)oくそ< 0
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- 3. For the following geometry, if the potential applied between the two conductive plates is Vo, find the total capacitance? Does the Ctotal follow the capacitance of two capacitors in series or in parallel? Pis -P1s + €₁ + + + + E₂ P2s -P2s + €2 + VoFind the equivalent inductance between A and %3D B if L1 = 6 H, L2 = 6 H, L3 = 20 H, L4 = 8 H and %D L5 = 10 H. L1 L4 A L2 L3 L5 B Equivalent Inductance =4- Write two examples about converting an equation from rectangular form [contain x,y] to polar equation form, [contain r,0]. 5- Write two examples about symmetry tests in polar graphs
- Q19. For the series-parallel inductor circuit shown in figure B19, answer the following questions. L2 2mH 4mH L3 L4 SMHS 5mH 3.5mH L6 8mH L7 2mH L3 4.5mH e Figure B19 Determine the inductance, L3 value. ii) If E is the energy stored in inductor for current, Calculate the energy if the current value is increased twice.Find the charge q(t) on the capacitor and the current i(t) in the given LRC-series circuit. L = 1 h, R = 100 N, C = 0.0004 f, E(t) = 30 V, q(0) = 0 C, i(0) = 4 A %3D %3D %3D 3 50t -50t te 3 q(t) %3D 250 55 250 3-50t 22 -50t i(t) = 220te 501 %3D Find the maximum charge on the capacitor. (Round your answer to four decimal places.) 0.0402 Need Help? Read It Talk to a Tutor(6) A parallel-plates capacitor with plate area of 100 cm? has a separation of 3mm between the pates. The separation is divided into three slabs, where each slab has 1 mm distance. The first slab is filled by air and has a constant of 1. The second slab is filled by polystyrene and has a constant of 2.5, while the third slab is filled by silicon dioxide and has a constant of 4. Compute the capacitance of the system. Note: for parallel slabs; Conductor 1 E = T 1 Air E1 83 Material A Material 3 Conductor Ans. C = 54 pF
- 2. Three capacitors C1 < C2 < C3 are connected to an EMF as shown. Rank the charges Q1, Q2, and Q3 on the capacitors from largest to smallest. Place an equal sign between any charges that are equal. Hint: use what you know about charges on parallel and series capacitors. E C1 C2 C3 LARGEST: :SMALLESTQ1. Solve for the equivalent capacitance if C1 = 26 micro Farad and C2 = 69 micro Farad. Note: All capacitance are in microfarad. Q2. Solve for the equivalent inductance at terminals a-b, if L1 = 12 mH and L2 = 43 mH. (Hint: You may add wires and flip the circuit) *Pls show the whole solution of these two questions thank you!1.1) Figure shows an electrical circuit where capacitor located diagonally, is at a potential difference of 5.0 V and a capacitance given by C3 = C. C₂=4C 11 15 V HH C₁=C b a C6=0,5 C C₁=CT HE HH C₁=C 15 V Then find the value of the capacitance C, so that equivalent capacitance of C₁ y C₂ is equal to equivalent capacitance of C4, C5 and Co. Also, calculate the potential difference across the capacitor of capacity 0.5 C.
- Question 20 Consider a parallel connection of two capacitors. They were detached from the potential source after being charged, and dielectrics were placed into both of them. Which of the following events occurs? O Across each capacitor, the potential changes but the charge does not. O Across each capacitor, the potential changes but the charge does not change. O The potential and the charge across each capacitor does not change. O The potential and the charge across each capacitor changes. O none among the choicesThe currents in the magnetically coupled inductors shown below are known to be i(t) - 4 cos(283t - 30") mM and (t) - 3 cos(283t - 50") mA. The inductor values are t-4H, l2-2 H, andk-0.6. Determine vi(t) and v(t). vil)-V con(283t + 0) V and v()- V cos(283t +0) V, whereGiven circuit, capacitor voltage is at 0 V with switch SW1 open. At time t0, switch SW1 is closed. At time t0, what is the voltage v? What is the voltage v at time infinity? At time t0, what is the current through R2? What is the current through R2 at time infinity?