Crossover Chaos

From time$-$to$-$time, outside testing services are used when Schlapfer Inc.$\text{'}$s testing center is overloaded. Jimmy Ahdoot, the Operations Manager, must make a decision on which of two testing centers is a better deal. Center $1$ charges a flat fee of $$2,000$ plus $$600$ for every hour of testing done. Center $2$ charges a much higher flat fee of $$10,000,$ but only charges $$20$ for every hour of testing done. Jimmy has estimated that when outside testing services must be used, the testing center is overloaded, on average, by about $15$ hours, give or take $4$ hours. In general, Jimmy attempts to keep outside testing to a minimum and needs to decide on which outside service to go with. Help Jimmy understand the two plans, specifically, the trade$-$offs and risks involved $($HINT: A cost$/$volume break$-$even analysis would be a good idea including a graph$).$ NEED HELP EXPLAINING WHICH TESTING CENTER IS BETTER, AND WHY? Include which center is making the most profit and the risks involved in each of the testing center options.