MHB Jumbo Burrito Cost Comparison: A System of Equations in Two Variables?

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The discussion revolves around the cost comparison of jumbo and regular burritos based on purchases made by two families. The Larsen family spent $13.65 on 3 jumbo and 2 regular burritos, while the Russo family spent $20.23 on 5 jumbo and 2 regular burritos. This scenario can be modeled as a system of equations in two variables, allowing for the determination of the individual costs of each burrito type. The question posed is whether a jumbo burrito costs more than $3.00. The analysis confirms that this is indeed a valid system of equations.
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The Larsen family bought 3 jumbo burritos and 2 regular burritos for 13.65. The Russo family bought 5 jumbo burritos and 2 regular burritos for 20.23. Does a jumbo burrito cost more than 3.00?

Is this a system of equations in two variables?
 
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Yes, it is.
 
Wow! That's two in a roll. Good.
 

Thread 'Area of Overlapping Squares'

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