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A B C Which of the circuits shown above are wired in parallel?

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Presentation on theme: "A B C Which of the circuits shown above are wired in parallel?"— Presentation transcript:

1 A B C Which of the circuits shown above are wired in parallel?
1) A only 2) B only 3) C only 4) B and C 5) all of them

2 A B C Which of the circuits shown above are wired in parallel?
1) A only 2) B only 3) C only 4) B and C 5) all of them When resistors are in parallel, the voltage drop across each is the same.

3 What is the current at point P? A) 2 A B) 3 A C) 6 A D) 10 A
E) need more info to answer

4 I1 = I2 + I3 IC = IA + IB Kirchhoff’s Rules (rules of thumb) I1 I2 IB
The SUM OF CURRENTS entering any junction equals the sum of all currents leaving. I1 I2 IB I1 = I2 + I3 I3 IC IA IC = IA + IB This follows from Conservation of Charge!

5 +24v – 24v = 0 When fully charged at Q=CV=(12pF)(24v) the circuit has
two competing voltage steps: +24v – 24v = 0 24 volts

6 12 V The voltage drop is 6  12  3  greatest across R1.
4. the same across each of the three resistors.

7 The current through the 2 resistor is
4  2  12 V The current through the 2 resistor is half the current through the 4. the same as thru the 4. twice the current through the 4.

8 The current through the 2 resistor is
4  2  I 12 V The current through the 2 resistor is half the current through the 4. the same as thru the 4. twice the current through the 4. ½ Ampere Ampere 2 Ampere Ampere Ampere Ampere

9 What is the “VOLTAGE DROP” across each resistor?
4  2  I 12 V The current through the 2 resistor is half the current through the 4. the same as thru the 4. twice the current through the 4. ½ Ampere Ampere 2 Ampere Ampere Ampere Ampere What is the “VOLTAGE DROP” across each resistor?

10 V = + 12 V – 8 V – 4 V = 0  Current in each resistor?
Total resistance = 6  Ohm’s Law: I = V / R = 12 V / 6  = 2 A –IR = –8 V –IR = – 4 V 4  2  I 12 V Voltage drop across a resistor? V = I R + = 12 V Start V = + 12 V – 8 V – 4 V = 0 

11 e Kirchhoff’s Rules (rules of thumb) = IR1+ IR2 + IR3 + IR4 or
2. The SUM OF POTENTIAL DIFFERENCES across all components of ANY closed circuit loop is ZERO. R1 R2 = IR1+ IR2 + IR3 + IR4 or - IR1 - IR2 - IR3 - IR4 = 0 e R3 R4 This follows from Conservation of Energy!


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