Part I: Arcelia’s Apple Pies. Arcelia plans to make apple pies for an upcoming fundraiser. She will make two types of apple pies, one type with mostly Granny Smith apples (more tart and less sugar) and another type with mostly Red Delicious apples (sweeter pies). She negotiates a great deal on apples from a local apple farm who gives her 50 Granny Smith apples and 70 Red Delicious apples. If each of the tart pies takes 4 Granny Smith apples and 2 Red Delicious and each of the sweet pies takes 5 Red Delicious apples and 1 Granny Smith apple, how many of each type of pie can she make? 1) Write two equations to use to solve for how many tart pies and how many sweet pies she can make from the supplies on hand. Let x be the number of tart pies made and y be the number of sweet pies made.
Part I: Arcelia’s Apple Pies. Arcelia plans to make apple pies for an upcoming fundraiser. She will make two types of apple pies, one type with mostly Granny Smith apples (more tart and less sugar) and another type with mostly Red Delicious apples (sweeter pies). She negotiates a great deal on apples from a local apple farm who gives her 50 Granny Smith apples and 70 Red Delicious apples. If each of the tart pies takes 4 Granny Smith apples and 2 Red Delicious and each of the sweet pies takes 5 Red Delicious apples and 1 Granny Smith apple, how many of each type of pie can she make? 1) Write two equations to use to solve for how many tart pies and how many sweet pies she can make from the supplies on hand. Let x be the number of tart pies made and y be the number of sweet pies made.
Chapter9: Math Models And Geometry
Section9.2: Solve Money Applications
Problem 76E: Parent Volunteer Laurie was completing the treasurer’s report for her son’s Boy Scout troop at the...
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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.
![Part I: Arcelia’s Apple Pies. Arcelia plans to make apple pies for an upcoming fundraiser. She will
make two types of apple pies, one type with mostly Granny Smith apples (more tart and less sugar) and
another type with mostly Red Delicious apples (sweeter pies). She negotiates a great deal on apples
from a local apple farm who gives her 50 Granny Smith apples and 70 Red Delicious apples. If each of
the tart pies takes 4 Granny Smith apples and 2 Red Delicious and each of the sweet pies takes 5 Red
Delicious apples and 1 Granny Smith apple, how many of each type of pie can she make?
1) Write two equations to use to solve for how many tart pies and how many sweet pies she can
make from the supplies on hand. Let x be the number of tart pies made and y be the number of
sweet pies made.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F24a95608-3fd2-435c-9446-2747c093c38d%2F8ad0048d-8234-46df-b055-576ce5791c72%2F2tegmj.png&w=3840&q=75)
Transcribed Image Text:Part I: Arcelia’s Apple Pies. Arcelia plans to make apple pies for an upcoming fundraiser. She will
make two types of apple pies, one type with mostly Granny Smith apples (more tart and less sugar) and
another type with mostly Red Delicious apples (sweeter pies). She negotiates a great deal on apples
from a local apple farm who gives her 50 Granny Smith apples and 70 Red Delicious apples. If each of
the tart pies takes 4 Granny Smith apples and 2 Red Delicious and each of the sweet pies takes 5 Red
Delicious apples and 1 Granny Smith apple, how many of each type of pie can she make?
1) Write two equations to use to solve for how many tart pies and how many sweet pies she can
make from the supplies on hand. Let x be the number of tart pies made and y be the number of
sweet pies made.
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