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Consider the regulated power supply given below:
Here VZ = 9·1 V and VBE = 0·7 V. Value of V0 is equal to—
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- 25·3 V
- 29·4 V
- 27·8 V
- 30·5 V
Correct Option: B
The given figure
Given, VZ = 9·1V, VBE = 0·7V, V0 =?
From above figure, voltage at node A
VA = VBE + VZ = 0·7 + 9·1 = 9·8V
Applying polential diviider rule at node A, we get
VA = V0· | R4 + R3 |
or V0 = VA· | ![]() | R4 + R3 | ![]() |
R4 |
or V0 = 9·8 × | = 29·4V | 2K |
Hence alternative (B) is the correct choice.