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In this circuit, the relationship between $$V_{i} \& V_{o}$$, is:
$$ V_{o}=V_{i} e^{\frac{v_{o}}{v_{r}}} $$
$$ V_{o}=V_{T} \ln \frac{v_{i}}{R_{s}I_{s}}$$
$$ V_{o}= v_{i}-I_{c} R_{s}$$
None of these
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