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Which one of the following combinations of open circuit voltage and Thevenin's equivalent resistance represents the Thevenin's equivalent of the circuit shown below in the figure?
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- 1 V, 10 Ω
- 1 V, 1 kΩ
- 1 mV, 1 kΩ
- 1 mV, 10 Ω
Correct Option: A
Calculation for Rth:
Let an imaginary voltage source (say 5V) is applied through the terminal a and b, and assume that current I is flowing due to this source so Rth will be the ratio of V/I.
Apply KVL 5 = 1000 I1
I 1 = | ![]() | - | 5 | ![]() |
1000 |
I = 99 I1 + I1 = 100 I1
Rth = | = | | = 10 Ω (sign neglected) | I | 100 I1 | 100(5 / 10000) |
Calculation for Vth

Apply KCL at node A
I1 + 99 I1 = 0
I 1 = 0
Now, the circuit becomes

I 1 = 0, shows that there will be no drop across 1 kΩ resistance.
Hence Vth = 1 V