In the following diagram, the current passing through 20 Õhm is 1.5 A. 19. What is the current passing through 10 ohm resistor? 20-2 15 A www 302 a 20. What is the total equivalent terminal resistance? ( Excluding the little r.) 402 50n Rab= ? 21. Find the power consumed by 50 ohm resistor. 22. Find the power consumed by the intermal resistance r. 23. Find emf of the power supply.
In the following diagram, the current passing through 20 Õhm is 1.5 A. 19. What is the current passing through 10 ohm resistor? 20-2 15 A www 302 a 20. What is the total equivalent terminal resistance? ( Excluding the little r.) 402 50n Rab= ? 21. Find the power consumed by 50 ohm resistor. 22. Find the power consumed by the intermal resistance r. 23. Find emf of the power supply.
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Chapter1: Units, Trigonometry. And Vectors
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Transcribed Image Text:### Circuit Analysis Problems
#### Diagram 1: Resistor Circuit
**Problem Statements:**
19. In the following diagram, the current passing through the 20 Ohm resistor is 1.5 A. What is the current passing through the 10 Ohm resistor?
20. What is the total equivalent terminal resistance?
- (Excluding the little r.)
- \( R_{ab} = ? \)
21. Find the power consumed by the 50 Ohm resistor.
22. Find the power consumed by the internal resistance \( r \).
23. Find the electromagnetic force (emf) of the power supply.
**Diagram Explanation:**
- The circuit consists of several resistors in series and parallel:
- A 20 Ohm resistor where 1.5 A current is given.
- A 10 Ohm resistor in series with the 20 Ohm resistor.
- A 30 Ohm resistor parallel to the 10 Ohm resistor.
- A battery with an internal resistance \( r \) and emf \( \mathcal{E} \).
- 4 Ohm and 5 Ohm resistors are also present.
#### Diagram 2: Loop Circuit Using Kirchhoff’s Rules
**Problem Statements:**
24. Using Kirchhoff’s rules, solve for the current passing through the 8 Ohm resistor, \( I_1 = ? \)
25. Solve for the current passing through the 6 Ohm resistor, \( I_2 = ? \)
26. Solve for the current passing through the 3 Ohm resistor, \( I_3 = ? \)
- **Hint:** Write down three equations to solve three unknowns.
**Diagram Explanation:**
- The circuit consists of resistors in loop configuration:
- An 8 Ohm resistor with current \( I_1 \).
- A 6 Ohm resistor with current \( I_2 \).
- A 3 Ohm resistor with current \( I_3 \).
- Two voltage sources of 8V and -12V are present.
- Use Kirchhoff’s rules to solve for unknown currents in the network by considering the junctions and loops within the circuit.
By using the given diagrams, the questions can be solved utilizing fundamental principles of circuit analysis such as Ohm’s Law and Kirchhoff’s Voltage and Current Laws.
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