Question: How does a monopoly's demand for labor change if a second firm enters its output market and the result is a Stackelberg duopoly equilibrium, where

How does a monopoly's demand for labor change if a second firm enters its output market and the result is a Stackelberg duopoly equilibrium, where the former monopoly becomes the Stackelberg leader? Assume the inverse market demand curve is $p=50-2 Q$, and the firms have constant and identical marginal costs, $M C_{1}=M C_{2}=2$.

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How does a monopoly's demand for labor shift if a second firm enters its output market and the result is a Cournot duopoly equilibrium?

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