Question

For the given emitter-bias network, determine the values of \(I_C\) and \(V_{CE}\). Assume \(\beta =100\).

• A. \(2.30 \text{ mA and } 4.32 \text{ V}\)
• B. \(3.32 \text{ mA and } 5.04 \text{ V}\)
• C. \(2.01 \text{ mA and } 13.97 \text{ V}\)
• D. \(4.33 \text{ mA and } 6.34 \text{ V}\)

Hint:

For emitter-bias transistor circuits: \[ I_C=\beta I_B \] Apply KVL in the base-emitter loop: \[ V_{CC}=I_BR_B+V_{BE}+I_ER_E \] Then calculate: \[ V_{CE}=V_C-V_E \] Always use: \[ V_{BE}\approx0.7V \] for silicon BJTs.

Answer 1

The Correct Option is A