SW1 SW2 R1 R2 200 Q 300 2 BAT1 R3 SW3 9 V 400 2
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Calculate the value of the current through the battery and the Voltage across all the resistors VR1, VR2 and VR3 when the switches SW1 and SW3 are closed, and the switch SW2 is open
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- What are the values of the voltages across the resistances VR1, VR2, and VR3 when the switches SW1, SW2, and SW3 are OPEN?A capacitor of capacitance C and resistors or resistance R are connected in series as shown in the picture below. The switch is initially open. Which of the following statements is true after the switch has been closed for a very long time? R O AVc = € AVR = €In the above circuit if R1 > R2 > R3, and the currents passing through the corresponding resistances are I1, I2, and I3, then, Group of answer choices I1 < I2 = I3 I1 < I2 < I3 I1 ≠ I2 = I3 I1 > I2 > I3
- Three resistors with resistances of 500N, 1000, and 15002 are connected in series to a battery. The power through the 10002 resistor is 100W. Determine the following: The battery voltage = The current through the 5002 resistor = The current through the 1000N resistor = The current through the 15002 resistor = The current out of the battery = The power through the 5002 resistor = The power through the 1500N resistor = The total power through the circuit = > > > > > >The capacitor in the figure has a capacitance of 24 uF and is initially uncharged. The battery provides a potential difference of 180 V. After switch S is closed, how much charge will pass through it? Number i Units