The unit that is manufactured in greater numbers creates more profits if its (selling price - costs) > other unit, i.e.,
5250 -s > 4000 - c
Type of Apparatus Centrifuge Spectrometer Min Weekly Production 100 units 40 units Production Cost of One Apparatus ($) c s Selling Price of One Apparatus ($) 4 000 5 250 Max Weekly Production (both apparatus) 180
Considering that the selling price of each apparatus is greater than its production cost, show that the solution that generates the maximum revenue also generates the maximum profit only if c > s - 1250.
PLEASEEE i dont get it at all