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- • V = 6.77 Volts C4 C₁ The values of the components are as follows: C₁ = 2.39 μFarads C₂ = 4.99 μFarads C3 = 7.42 µFarads C4 = 9.69 μFarads CA CB Fill in all the values into the table below: Element C (μF) V (V) C₁ C₂ CC 2.39 4.99 7.42 9.69 C₂ + HF V C3 {HD X 5.68 C4 X X Q (μC) U (μ)R20 R In the figure shown below find the current in the resistor R1 50A1 20 R Sla 16.6A O 8.3A 15V 16.6V O 15ADetermine the approximate value of Vs of Figure 56. 18 V 2 k2 750 k2 Vos osDss 8 mA %3D Ves 91 ΚΩ 0.68 k2 Figure 56 O 3.06 V O 2.19 V O 2.51 V 3.72 V
- Solve for computed VA VB VAB IR4 using NODAL ANALYSIS R1 – 4.7 kΩ • R2 – 6.8 kΩ • R3 – 10 kΩ • R4 – 22 kΩ • R5 – 33 kΩR4 8000 R6 ww 3000 U2 19.999 R1 23000 RZ R2 8000 DC 100 DC 100 9.796 9000 U3 15.822 R3 24500 DC 1e 0090 0.024 DC 100 30 V 2000 DC 1e 0090 0.045 RS 0.071 4500 DC 1e 0090 For a given circuit by theoretical calculations determine the readings of ammeters (11-13) and voltmeters (U1-U3) for three cases: 1) In its original state (shown in the picture) 2) In case of resistances R6 and R5 are open 3) In case of resistances R7 and R4 are closed Record the results in the table. А1, A А2, A АЗ, А V1, B V2, B V3, В In its original state In case of resistances R6 and R5 are open In case of resistances R7 and R4 are closedWhat is the total current? + 497 V R4 ko C +0.04 µF L 8 4H 750 Hz O A. 56.6 mA O B. 141 mA O C. 191 mA O D. 244 mA
- 4. Given the information provided below, determine Ic and R₁. 018 V R₁ VB <5.6 ΚΩ 5. Given the circuit below, determine Ic and VCE. 330 ΚΩ www 10 μF HH Vi '4.7 ΚΩ le -Vc = 12 V VE [ 1.2 ΚΩ 220 ΚΩ 5 μF VE 1.8 ΚΩ 9 30 V | 8.2 ΚΩ Vc ww 10 µF HH lec + VCE -0% B=180 5 UFCurrent I in the figure is 2A 1A 2A 1A SA 1A 1A O 5A O 4 A O 6 A О ЗА@ 1 (0) = 4A Is If Ова 8 A 6 Ohm www B₂ b) dil (ot) dr I fort yo 2 Ohm R. i₁ f ₂31H some the following Vc for to R-L