For a common emitter configuration if - and - have their usual meanings- the incorrect relationship between - and - is-

The correct options are B α = β/1 β D α = β ^2/1 + β ^2 ...

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Standard XII

Chemistry

Orbital Diagrams

For a common ...

Question

For a common emitter configuration if $α$ and $β$ have their usual meanings, the incorrect relationship between $α$ and $β$ is:

\frac{1}{α} = \frac{1}{β} + 1

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α = \frac{β}{1 - β}

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α = \frac{β}{1 + β}

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α = \frac{β^{2}}{1 + β^{2}}

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Solution

The correct options are
B $α = \frac{β}{1 - β}$
D $α = \frac{β^{2}}{1 + β^{2}}$

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For a common emitter configuration if α and β have their usual meanings, the incorrect relationship between α and β is:

The correct options are B α=β1−β D α=β21+β2

For a common emitter configuration if $α$ and $β$ have their usual meanings, the incorrect relationship between $α$ and $β$ is:

The correct options are
B $α = \frac{β}{1 - β}$
D $α = \frac{β^{2}}{1 + β^{2}}$