Hi all,
Back again with another BJT configuration, this time it is a Common base question.
I am asked to final suitable values for \(V_{cc}\) and \(R_E\) with a quiescent point \(I_{CQ} = 1mA\)
I have tried doing Thévenin on each of the terminals but end up with both \(V_{cc}\) and \(R_E\) in the equation. As well as using my regular method of
\(V_{cc} = (R_C + R_E)I_C + V_{CE}\)
Im having a mental block and cant seem to find \(V_{cc}\) on its own first.
Please find attached the question and my attempt at solving it
Back again with another BJT configuration, this time it is a Common base question.
I am asked to final suitable values for \(V_{cc}\) and \(R_E\) with a quiescent point \(I_{CQ} = 1mA\)
I have tried doing Thévenin on each of the terminals but end up with both \(V_{cc}\) and \(R_E\) in the equation. As well as using my regular method of
\(V_{cc} = (R_C + R_E)I_C + V_{CE}\)
Im having a mental block and cant seem to find \(V_{cc}\) on its own first.
Please find attached the question and my attempt at solving it
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