9: A company makes two kinds of pizza: regular and deep dish. The company sells at least 60 regular pizzas and 40 deep dish each day. The cost of the extra toppings (not the cheese) for the regular are $1 per pizza and the cost of the extra toppings (not the cheese) for the deep dish are $2 per pizza. No more than $320 a day can be spent on the extra toppings. The cheese used for the deep dish pizza is $5 per pizza and the cheese used for the regular is 44 per pizza. The company spends no more than $1000 on cheese. Set up the system of equations for this problem Graph your results and give possible solutions. WHAT do your solutions represent? Be specific.

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter7: Systems Of Equations And Inequalities
Section7.2: Systems Of Linear Equations: Three Variables
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9: A company makes two kinds of pizza: regular and deep dish. The company sells at least 60 regular
pizzas and 40 deep dish each day. The cost of the extra toppings (not the cheese) for the regular are $1
per pizza and the cost of the extra toppings (not the cheese) for the deep dish are $2 per pizza. No more
than $320 a day can be spent on the extra toppings. The cheese used for the deep dish pizza is $5 per
pizza and the cheese used for the regular is 44 per pizza. The company spends no more than $1000 on
cheese.
Set up the system of equations for this problem
Graph your results and give possible solutions. WHAT do your solutions represent? Be specific.
Transcribed Image Text:9: A company makes two kinds of pizza: regular and deep dish. The company sells at least 60 regular pizzas and 40 deep dish each day. The cost of the extra toppings (not the cheese) for the regular are $1 per pizza and the cost of the extra toppings (not the cheese) for the deep dish are $2 per pizza. No more than $320 a day can be spent on the extra toppings. The cheese used for the deep dish pizza is $5 per pizza and the cheese used for the regular is 44 per pizza. The company spends no more than $1000 on cheese. Set up the system of equations for this problem Graph your results and give possible solutions. WHAT do your solutions represent? Be specific.
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