A linear resistive circuit contains two independent voltage sources, V1 = 20 V and V2 = 24 V. With both sources on, the current through the load resistor is I = 27 mA. With V2 switched off (replaced by a short circuit) and V1 unchanged, the load current is 7.5 mA. Find the load current I when V1 is raised to 40 V and V2 stays at 24 V.
Superposition worksheet with answers
Use superposition to find the node voltage VA (measured from ground).
Find the value of the current source Is (direction as shown) that makes the current IR3 through R3 equal to zero.
Use superposition to find the voltage VR2 across R2 with the polarity shown.
Use superposition to find the current IR4 through R4 in the direction of the arrow.
A linear resistive circuit contains three independent sources: V1, V2 and Is. The current I through a load is measured three times. With all sources at their normal values, I = 16 mA. With V1 doubled and the other two unchanged, I = 10.5 mA. With the direction of Is reversed and the other two unchanged, I = −5 mA. Find the load current I when V2 is switched off and V1 and Is have their normal values.
Answer key
- 1. I = 34.5 mA
- 2. VA = 11.54 V
- 3. Is = 2.4 A
- 4. VR2 = 13.89 V
- 5. IR4 = 4.375 A
- 6. I = 5 mA
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