Two caf$$s$,$ The Java Club and Caf$$ Robusta, split the market for coffee on your college campus. Both have a marginal cost per cup of coffee of $$0\mathrm{.}49,$ are equally convenient to access, and, as far as anyone can tell, serve identical coffee. The market demand for cups of coffee on an average day is $Q=5,000.$ Assume the two caf$$s compete by setting a price, that is$,$ Bertrand competition. If The Java Club sets its price at $$0\mathrm{.}60$ and Caf$$ Robusta sets its price at $$0\mathrm{.}55,$ The Java Club will earn a daily profit $($$$)$ of:

$0$

$300$

$150$

$275$