Equation for the first two boxes: 1x+1/2y= 800 pounds of ground beef. Equation two for the second boxes 1 1/2x+3/4y= 600 cups of tomato sauce.
Equation for the first two boxes: 1x+1/2y= 800 pounds of ground beef. Equation two for the second boxes 1 1/2x+3/4y= 600 cups of tomato sauce.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
For each scenario below, find the linear equations in standard form for each resource and find the solution to the system using substitution. If there is not a unique solution where all ingredients are used, state why not and what this means in terms of the graphs of the equations.
I have already the equations I just don't know how to solve them.

Transcribed Image Text:Part III: Martin's Meatballs. Marty decides that all that pie and veggie stuff is well and good for the
female customers, but the men in the crowd need their meat. He decides to make two types of meatball
sub sandwiches to sell; one that is barbeque flavor and one that is the Swedish-meatball flavor. For each
1
barbeque-flavor sandwich, he needs 1-pound ground meat and - cup tomato sauce. For each Swedish-
2
1
3
meatball flavor, he needs 1 pound ground meat and - cup tomato sauce. The local grocery store, not to
2
4
be outdone by the Health Food Emporium, agrees to donate 800 pounds of ground meat and enough
tomato sauce to make 600 cups. They also ask for top billing on all advertisements for the fundraiser.
1) Write two equations to use to solve for how many barbeque-flavor sub sandwiches and how
many Swedish-meatball sub sandwiches he can make from the supplies on hand. Let x be the
number of barbeque-flavor sub sandwiches made and y be the number of Swedish-meatball sub
sandwiches made.

Transcribed Image Text:Ground Meat
Tomato Sauce
Y
1 lb
2 cup
Bbq meat ball sandwich
Swedish meatball 1 ½ Ib
4 cup
flavor
Equation for the first two boxes: 1x+1/2y= 800 pounds of
ground beef.
Equation two for the second boxes 1 1/2x+3/4y= 600 cups of
tomato sauce.
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