What resistance, RL will provide the highest power in the circuit? What is the resultant power and current? Vs 24V Rs ww 6Ω A B Do RL ww
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- Refer to the circuit shown in Figure 8-21 to solve the following problems. Find the unknown value in the circuit if the applied voltage is 75 V and the resistors have the following values:You are an electrician on the job. The electrical blueprint shows that eight 500-W lamps are to be installed on the same circuit. The circuit voltage is 277 V and is protected by a 20-A circuit breaker. A continuous-use circuit can be loaded to only 80% of its rating. Is a 20-A circuit large enough to carry this load?Calculate the current through the 80-ohm load resistor RL. The source voltage is 80 volts. The resistances are all in ohms. If the resistance are in ohms, what is the current through RL?
- Does this circuit work? What is the current at each point? v1=20V v2=5V R1=R2=R3=R4=R5=1ohmPart A shown in image, part B) for the circuit find the load resistance (RL) that draws the maximum amount of power from the rest of the circuit and calculate the maximum power that can be delivered to RL c) calculate the range of resistance values for rl that will result in more than 10 watts of power absorbed in rlFor the Wheatstone bridge cited in the figure, calculate what the resistance Rx must be that balances the circuit if R1=20 Ohm, R2=82 Ohm, R3=90 Ohm
- A 100-W, 110-V and a 50-W, 110-V lamps are connected in series across a 220-V d.c. source. If the resistances of the two lamps are assumed to remain constant, the voltage across the 100-W lamp istotal power dissipated(circuit) = 500W. power dissipated (R3 resistor) = 80W What is the current passing through R4? What is the value of R4?Determine the voltage across R2 in the figure below, if the source is 6V, the Zener is 5.2V, R1= 10k ohms, and R2= 10k ohms.
- What is the required input voltage (volts) for a wheatstone bridge to produce an output voltage of 50 mV? The value of the resistors (ohm) are as follows: R1=118, R2=139, R3=126, and R4=135.(a). Calculate VTH by finding the difference in voltage between point A and point B:VTH = VAB = VA − VB (b). Calculate the resistance from point A to point B while all voltage sources have been shorted.(RTH) .Since V○= 4 V in the circuit in Figure 2, find the current IA?