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What we have We have four products: Scones ($1 revenue) Bagels ($2 revenue) Donuts($0.25 revenue) Cookies ($0.75 revenue) You have 130 lbs of butter. You
What we have
- We have four products:
- Scones ($1 revenue)
- Bagels ($2 revenue)
- Donuts($0.25 revenue)
- Cookies ($0.75 revenue)
- You have 130 lbs of butter.
- You have 300 lbs of flour.
- You have 180 eggs.
- You have 160 lbs of sugar.
- You have 100 gallons of milk.
What we know
- A scone requires 0.05 lbs butter, 0.2 lbs flour, 0.25 eggs, 0.1 lbs sugar, and 0.02 gallons of milk.
- A bagel requires 0.15 lbs butter, 0.25 lbs flour, 0.1 eggs, 0.05 lbs sugar, and 0.01 gallons of milk.
- A donut requires 0.05 lbs butter, 0.08 lbs flour, 0.2 eggs, 0.15 lbs sugar, and 0.15 gallons of milk.
- A cookie requires 0.15 lbs butter, 0.3 lbs flour, 0.05 eggs, 0.12 lbs sugar, and 0.05 gallons of milk.
- To have enough items on display and to keep the bakers busy, you must produce at least 100 of each.
- However, since these are perishable goods, we seldom manage to sell more than 500 of each before the remainder go bad, so don't make more than 500 of any item.
- Because of past demand patterns, you should make 2 donuts for each bagel and 3 cookies for each scone.
Find out
- How many of each type of item do we make?
- What happens when our constraints change?
- What happens if the objective function coefficient changes?
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