Question-3: (HOMEWORK-3) When a battery is connected in an electrical circuit, a current flow through the circuit. If the current passes through a resistor, a drop in voltage occurs. These voltage drops obey Ohm's law, which states that, V = RI, where Vis the voltage drop across the resistor (measured in volts), Ris the resistance (measured in ohms), and is the current (measured in amperes). Kirchhoff's Voltage Law In a closed path within an electrical circuit, the sum of the voltage drops in any one direction equals the sum of the voltage sources in the same direction. Example: 2 ohms 20 volts 31 +21=20 51-20 I=4. Find the currents in each branch of the given circuit below 11, 12, 13 11 30 volts 2 ohms 3 ohms 7 3 ohms 54 volts 1₂ 1₁ 6 ohms 13 Note: since we are proceeding around the closed path in a clockwise direction. If the flow is opposite direction, it is indicated as -1.

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Question-3: (HOMEWORK-3)
When a battery is connected in an electrical circuit, a current flow through the circuit. If the
current passes through a resistor, a drop in voltage occurs. These voltage drops obey Ohm's
law, which states that,
V = RI,
where Vis the voltage drop across the resistor (measured in volts), Ris the resistance
(measured in ohms), and is the current (measured in amperes).
Kirchhoff's Voltage Law
In a closed path within an electrical circuit, the sum of the voltage drops in any one direction
equals the sum of the voltage sources in the same direction.
Example:
2 ohms
||
20 volts
31 +21=20
51=20
I = 4.
Find the currents in each branch of the given circuit below 11, 12, 13
2 ohms
3 ohms
www
1
3 ohms
1
30 volts
54 volts
HH
12
1₁
6 ohms
13
Note: since we are proceeding around the closed path in a clockwise direction. If
the flow is opposite direction, it is indicated as -/.
Transcribed Image Text:Question-3: (HOMEWORK-3) When a battery is connected in an electrical circuit, a current flow through the circuit. If the current passes through a resistor, a drop in voltage occurs. These voltage drops obey Ohm's law, which states that, V = RI, where Vis the voltage drop across the resistor (measured in volts), Ris the resistance (measured in ohms), and is the current (measured in amperes). Kirchhoff's Voltage Law In a closed path within an electrical circuit, the sum of the voltage drops in any one direction equals the sum of the voltage sources in the same direction. Example: 2 ohms || 20 volts 31 +21=20 51=20 I = 4. Find the currents in each branch of the given circuit below 11, 12, 13 2 ohms 3 ohms www 1 3 ohms 1 30 volts 54 volts HH 12 1₁ 6 ohms 13 Note: since we are proceeding around the closed path in a clockwise direction. If the flow is opposite direction, it is indicated as -/.
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