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If $$\alpha $$ = 0.98, $${I_{{\text{CO}}}} = 6\mu {\text{A}}$$   and $${I_\beta } = 100\mu {\text{A}}$$   for a transistor, then the value of $${I_{\text{C}}}$$ will be

A. 2.3 mA

B. 3.2 mA

C. 4.6 mA

D. 5.2 mA

Answer: Option D

Solution(By Examveda Team)

$$\eqalign{ & {I_{\text{C}}} = \frac{{{I_{{\text{CO}}}}}}{{1 - \alpha }} + \frac{\alpha }{{1 - \alpha }} \times {I_\beta } \cr & = \frac{6}{{1 - 0.98}} + \frac{{0.98}}{{1 - 0.98}} \times 100 \cr & = 5.2\,{\text{mA}} \cr} $$

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Comments ( 3 )

  1. Khuram Shahzad
    Khuram Shahzad :
    3 years ago

    β = α/(1-α) ; Ic = βIc + (1 + β)Ico = 5.2 mA

  2. Asad Hameed
    Asad Hameed :
    4 years ago

    there is a mistake in the formula current formula is Ic = β* Ib + (1 + β)Ico

  3. Amit Kumar
    Amit Kumar :
    5 years ago

    FORMULA???

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