Lana, Mary, and Sam own a bakery and they sell cakes and pies. Each works 6 hours a day. In one hour, Lana can either bake 2 cakes or 4 pies; Mary can bake 4 cakes or 2 pies; and Sam can bake 2 cakes or 2 pies. If they need to bake 24 cakes per day then they will be able to also bake pies. If they instead need to bake a total of 32 cakes per day then they can bake at most pies. Enter whole numbers.

Algebra: Structure And Method, Book 1
(REV)00th Edition
ISBN:9780395977224
Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Chapter3: Solving Equation And Problems
Section3.7: Costs, Income, And Value Problems
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Lana, Mary, and Sam own a bakery and they sell cakes and pies. Each works 6 hours a day.
In one hour, Lana can either bake 2 cakes or 4 pies; Mary can bake 4 cakes or 2 pies; and
Sam can bake 2 cakes or 2 pies.
If they need to bake 24 cakes per day then they will be able to also bake
pies.
If they instead need to bake a total of 32 cakes per day then they can bake at most
pies.
Enter whole numbers.
« Previous
Next >
SUS
15
16
7
R.
Y.
6
Transcribed Image Text:Lana, Mary, and Sam own a bakery and they sell cakes and pies. Each works 6 hours a day. In one hour, Lana can either bake 2 cakes or 4 pies; Mary can bake 4 cakes or 2 pies; and Sam can bake 2 cakes or 2 pies. If they need to bake 24 cakes per day then they will be able to also bake pies. If they instead need to bake a total of 32 cakes per day then they can bake at most pies. Enter whole numbers. « Previous Next > SUS 15 16 7 R. Y. 6
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