A linear programming word problem

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Reference no: EM13840363

A Linear Programming word problem that is unlike any I've ever seen before.

"In a certain medical office, a routine office visit required 10 minutes of nurses' time, 5 minutes of doctors' time, and 5 minutes of lab time. The comprehensive office visit requires 5 minutes of nurses' time, 25 minutes of doctors' time, and 10 minutes of lab time. In a typical week, there are 6250 minutes of nurses' time. 11,000 minutes of doctors' time, and 5000 minutes of lab time available. If the medical office clears $30 from a routine visit, and $50 from a comprehensive, how many of each type of visit should be scheduled per week to maximize their profit"

I have X as my routine visits, and my Y as my comprehensive visits. I don't know here to go from here in setting up my equations. So in a nutshell, a little help setting up my constraints is all I need.

Reference no: EM13840363

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