Q.4: Use the mesh analysis on a circuit at Figure 1 to find: a- Currents on resistors R1, R2, and R3? В b- Voltages at nodes A, B, and C? R1=12 20V R2=50 R4=52 R5=2.50 A C R3=2.52 Figure 1 Page 3 of 4
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- For R1=55, R2=D125, R33D135, R4=15, R5=40, R63D90 and V1=4 V in the shown figure, use circuit reduction and current/voltage division rules to calculate the following: R6 R1 R5 R3 R2 V1 V2 R4 V13= V2=Pt A 6v battey, delivrers loMA to thvee resistors in faralkl, R, =1kr,R2 =2K2,R3=Rx- Calcalate: a) Current in b) Power dissipatiod by Rx and R,-[Anss 6mw, 36mn. c) Resistance ratio Rx/R--(Ans: 6/)- d) Current ratio Ii/Ix. Anst 6/4). Rx stheatis Ix Anss 1 mÁ)Please help me solve for the total resistance, total current, and individual voltage if: VT = 30 VR1 = 7 ohmsR2 = 10 ohmsR3 = 6 ohmsR4 = 4 ohmsR5 = 8 ohmsR6 = 9 ohmsR7 = 5 ohmsR8 = 12 ohmsR9 = 3 ohmsR10 = 8 ohms
- 1. Using Series-Parallel concept, Find the following for the given circuit. The value of the power supply and resistances are given in Page-4. a) the current supplied by the source b) the voltage drops across each resistor c) the r dissipated by R3 R1=45kn R2=2kn R3=22kQ R4=14kn R5=17kn R6=85kn V1=24 v R₁ R₂ V₁ R₂ R₂ R₂OCX elp VCC VEE 6V 3V R2 A R1 2kQ 2kQ R5 2kQ a) Find the voltage at point A due to VCC only. b) Find the voltage at point A due to VEE only. c) Find the voltage at point A when both are activated.For the circuit shown ,IC2 = 1mA ,VCE1 = 2V , and VCE2 = 8V 1. The value of RC is equal to ohm 2. The value of R1 is equal to ohm 3. The value of R2 is equal to ohm
- A component requires 6.3-V across it with a current of 0.3 V. A second component requires 12.6-V at 0.15A. The two components are connected in series. What is the value of resistor that must be connected across the 12.6-V component to allow it to operate properly when in series with the 6.3-V component?The voltages v1, v2, v3, and v4 are the node voltages corresponding to nodes 1, 2, 3, and 4 in the below Figure. The value of node voltage v1 is 25 V. Determine the values of v2, v3, and v4 node voltages. The value of v2 in volts is The value of v3 in volts is The value of v4 in volts isFor the circuit shown in Figure Q2ai, drain current In is 2.26 mA and drain to source voltage VDs is 5.22V. Calculate the values of VDD and VD? Q2ai) VDD RD 2kQ •VD Q1 RG ς1 2ΜΩ RS 1kQ Figure Q2ai
- Design a circuit that will have an outcome of the highest equivalent resistance across the terminals with a 30Vdc source. Given that the R1 = 10 R2 = 50 R3 = 85. Determine the equivalent resistance from the combination of resistors, R123, R12, R23, and R1.Consider the circuit shown in below Figure, Find values of the resistances R1 and R2 that cause the voltages v1 and v2 to be v1 = 1 V and v2 = 2 V. 500 2 + + R1 R2 () 5 mA 3 mA V1 V2 6:03 PM 50°F Clear 2/18/2022 P Type here to search Del End F10 PgUp. F11 PgDn F12 PrtScn Home F7 F2 F3 F1 & ) Backspace %23 %24 % 4. 5 7 8. 9. 2 3 W.Which of the following statements are correct for the circuit below? Thanks to the capacitors I – C1 and C2, the voltage gain of the circuit increases. II – Capacitors C1 and C2 are coupling capacitors and provide an isolation function between AC and DC voltages in the circuit. Thanks to the III – RE resistor, the voltage gain of the circuit increases. Thanks to the IV – RE resistor, the stability of the circuit increases. The V – C3 Capacitor is a bypass capacitor and prevents the loss of voltage gain. Capacitor VI – C3 is a coupling capacitor and has no effect on the voltage gain in the circuit. VII – As the value of the source internal resistance Rs increases, the voltage gain decreases. VIII – The voltage gain decreases as the value of any RL load to be added to the circuit increases