Kristen; S Cookie Company Case Study

Case study: Kristens cookie company 1 arc minute of arcute 2min/tray 5min/tray Customer Order Cookie 10min/tray 2min/tray 6min 1 How extensive will it take you to fill a shake up coiffe? If its a suppose for 1 dozen, indeedce the while inevitable is: 6+2+10+5+2+1 = 26min If its a order for 2 or 3 dozens, since the electric mixer can pass on and mix ingredients for up to 3 dozen cookies, indeed we horizontal only need 6min in the basic demo. For the second represent, we spoon the startle dozen of cookies onto the tray, which will take us 2 minutes, and then we put this first tray into the oven and bake them, during the 10 min bake time we can utilize the time to spoon the second and the third tray. As a result, we founding male parentt need extra time for spot 2. For the baking spirit level, we will need an extra 10 minutes to bake another(prenominal) tray of cookies. It is also the case for the cooling stage and the packing stage b ecause these two stages takes 7min to fill and its less than the cooking stage. So when the oven is baking the second dozen, we can finish the comfort of the stages. So the time infallible is: For 2 dozens: 6+2+10*2+5+2+1 = 36min For 3 dozens:6+2+10*3+5+2+1 = 46min If its a order for to a greater extent than than 3 dozens, we can do the mixing stage when the first dozen of tray is being cooked.

During the 10 minutes, we spend the first 4 minutes to spoon the second and the third dozen of cookies onto the tray and then we do the mixing stage again for the suspire 6minutes. Techni bellyachey, we slangt need ex tra time for the first stage if we render a! order of more than 3 dozens. For the rest of the stages, the rule is the same as when we look at a order of 3 or less than 3 dozens. So if we have a order of n dozens(n>3, n is an integer), the time needed is: 6+2+10*n+5*n+2*n+1 = 16+10n min 2 How some(prenominal) orders can you fill in a night assuming you are open four hours each night? tab to the analysis in the first question, if we have orders the whole night, 16+10n <=4*60. then the number we can handle is 22. 3...If you call for to get a full essay, order it on our website: BestEssayCheap.com

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