... 9田回 =。 = E ▼=▼三EX 8. 16 14. A toy store sells Spinners and Fidget Cubes, the owner pays $4 for spinners and $8 for cubes. One spinner gets a profit of $2 while cubes have a profit of $4. The owner doesn't plan to sell more than 120 toys each month and he doesn't want to buy more than $800 in inventory. How many of each toy should the owner stock to maximize his monthly profit? 1. List the constraints 2. Write the function we are trying to maximize or minimize. 3. Graph the system of inequalities (constraints), use Desmos if this is easier! Don't forget to share your link! 4. Find the vertices 5. Plug values of vertices into the function (step 2) to figure out which combination of spinners and fidget cubes maximizes profits.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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U A
= =1 三
8.
14. A toy store sells Spinners and Fidget Cubes, the owner
pays $4 for spinners and $8 for cubes. One spinner gets a
profit of $2 while cubes have a profit of $4. The owner doesn't
plan to sell more than 120 toys each month and he doesn't want
to buy more than $800 in inventory. How many of each toy
should the owner stock to maximize his monthly profit?
1. List the constraints
2. Write the function we are trying to maximize or minimize.
3. Graph the system of inequalities (constraints), use
Desmos if this is easier! Don't forget to share your link!
4. Find the vertices
5. Plug values of vertices into the function (step 2) to figure
out which combination of spinners and fidget cubes
maximizes profits.
US
四
!!
Transcribed Image Text:go U A = =1 三 8. 14. A toy store sells Spinners and Fidget Cubes, the owner pays $4 for spinners and $8 for cubes. One spinner gets a profit of $2 while cubes have a profit of $4. The owner doesn't plan to sell more than 120 toys each month and he doesn't want to buy more than $800 in inventory. How many of each toy should the owner stock to maximize his monthly profit? 1. List the constraints 2. Write the function we are trying to maximize or minimize. 3. Graph the system of inequalities (constraints), use Desmos if this is easier! Don't forget to share your link! 4. Find the vertices 5. Plug values of vertices into the function (step 2) to figure out which combination of spinners and fidget cubes maximizes profits. US 四 !!
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