Use superposition to find the contribution IR2′ of V1 alone to the current IR2 through R2 in the direction of the arrow.
Superposition worksheet with answers
1.Easy
V1 = 8 VV2 = 6 VR1 = 5 ΩR2 = 3 ΩR3 = 5 Ω
IR2′ = A
2.Easy
Use superposition to find the current IR2 through R2 in the direction of the arrow.
V1 = 6 VV2 = 24 VR1 = 8 ΩR2 = 6 ΩR3 = 5 Ω
IR2 = A
3.Medium
Find the value of the current source Is (direction as shown) that makes the current IR3 through R3 equal to zero.
V1 = 18 VR1 = 8 ΩR2 = 5 ΩR3 = 4 ΩR4 = 2 Ω
Is = A
4.Medium
A linear resistive circuit contains one voltage source Vs and one current source Is. The current I through a load resistor is measured twice: with Vs = 4 V and Is = 8 mA, I = 12.8 mA; with Vs = 10 V and Is = 10 mA, I = 26 mA. Find the load current I when Vs = 2 V and Is = 2 mA.
4 V, 8 mA → 12.8 mA10 V, 10 mA → 26 mAVs = 2 V, Is = 2 mA
I = mA
5.Hard
Find the value of the voltage source V2 (polarity as shown) that makes the current IR3 through R3 equal to zero.
V1 = 5 VIs = 2 AR1 = 10 ΩR2 = 6 ΩR3 = 8 ΩR4 = 10 Ω
V2 = V
6.Hard
Use superposition to find the current IR4 through R4 in the direction of the arrow.
V1 = 24 VIs = 4 AV2 = 9 VR1 = 12 ΩR2 = 4 ΩR3 = 2 ΩR4 = 4 Ω
IR4 = A
Answer key
- 1. IR2′ = 0.7273 A
- 2. IR2 = −2.39 A
- 3. Is = 3.462 A
- 4. I = 5.2 mA
- 5. V2 = 12 V
- 6. IR4 = −2.926 A
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