CBSE Class 12-science Answered
If the common emitter current gain β∞ of the transistor used in the amplifier circuit shown is 200, What will the quiescent base current be equal to if the quiescent emitter current is 1 mA.
![](data:image/png;base64,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)
Asked by Topperlearning User | 10 Jul, 2014, 14:06: PM
In the common emitter mode, the current amplification factor (current gain) under no signal condition (βdc) is given by
βdc = IC/IB where IC is the collector current and IB is the base current (both under no signal conditions).
Since the collector current is almost equal to the emitter current IE (because of large value of βdc), we have
βdc ≈ IE/IB
Therefore IB ≈ IE/βdc =1 mA/200 = 0.005 mA = 5μA
Answered by | 10 Jul, 2014, 16:06: PM
Concept Videos
CBSE 12-science - Physics
Asked by Www.harshalhire51 | 20 Nov, 2019, 21:48: PM
CBSE 12-science - Physics
Asked by Topperlearning User | 10 Jul, 2014, 14:24: PM
CBSE 12-science - Physics
Asked by Topperlearning User | 24 Jun, 2014, 14:36: PM
CBSE 12-science - Physics
Asked by Topperlearning User | 01 Jul, 2014, 10:01: AM
CBSE 12-science - Physics
Asked by Topperlearning User | 10 Jul, 2014, 14:32: PM
CBSE 12-science - Physics
Asked by Topperlearning User | 10 Jul, 2014, 14:06: PM
CBSE 12-science - Physics
Asked by Topperlearning User | 10 Jul, 2014, 13:52: PM
CBSE 12-science - Physics
Asked by Topperlearning User | 10 Jul, 2014, 15:03: PM
CBSE 12-science - Physics
Asked by Topperlearning User | 01 Jul, 2014, 10:48: AM
CBSE 12-science - Physics
Asked by Topperlearning User | 04 Jun, 2014, 13:23: PM