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Using Thevenin’s theorem, Determine the current through the 5-ohm
resistor, the voltage across a 5 Ω resistor, and the power taken by
the 5 Ω resistor?
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Using Thevenin’s theorem, Determine the current through the 5-ohm resi...
Applying Thevenin’s Theorem
Thevenin’s theorem simplifies a complex circuit into a simple equivalent circuit. This involves finding the Thevenin equivalent voltage (Vth) and Thevenin equivalent resistance (Rth) across the terminals where the resistor is connected.
Step 1: Find Thevenin Voltage (Vth)
- Remove the 5-ohm resistor from the circuit.
- Calculate the open-circuit voltage at the terminals where the 5-ohm resistor was connected. This is your Vth.
Step 2: Find Thevenin Resistance (Rth)
- Turn off all independent sources (replace voltage sources with short circuits and current sources with open circuits).
- Calculate the equivalent resistance seen from the terminals. This is your Rth.
Step 3: Calculate Current (I) through the 5-ohm Resistor
- Reconnect the 5-ohm resistor to the Thevenin equivalent circuit (Vth in series with Rth).
- Use Ohm’s law (I = V / R) to find the current through the 5-ohm resistor. Here, the total voltage is Vth and total resistance is Rth + 5Ω.
Step 4: Voltage across the 5-ohm Resistor (V5)
- Use Ohm’s law again: V5 = I * 5Ω, where I is the current calculated earlier.
Step 5: Power across the 5-ohm Resistor (P)
- Calculate the power using the formula: P = I^2 * 5Ω or P = V5^2 / 5Ω.
This approach allows you to analyze the circuit effectively and determine the required parameters for the 5-ohm resistor.
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Using Thevenin’s theorem, Determine the current through the 5-ohm resistor, the voltage across a 5 Ω resistor, and the power taken by the 5 Ω resistor?
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