5. Jason's bakery sells a variety of savoury packs. Jason decides to make only the following two pastry packs to streamline production as they have sold the best over a long period of time. - The Party Pack, which contains three pasties, two sausage rolls, and four pies - The Mini Pack, which contains three pasties, four sausage rolls, and two pies Let "x" be the number of Party Packs sold and "y" be the number of Mini Packs sold. Each day, Jason only bakes 18 pasties, 20 sausage rolls, and 20 pies to sell. a) Complete the table below: Savoury Pack Party Pack Mini Pack no. of Pasties no. of Sausage Rolls b) Five constraints can be used to model this situation. Complete the constraints below. 3x + 3y 18 written in slope - intercept form as y = -x + 6 x ≥_ 2x + 4y < 20 written in slope - intercept form as y = ≤ -2x + 10 written in slope - intercept form as no. of Pies c) On the Label the Shade La

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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
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Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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c) On the grid below:
-Label the constraint lines
- Shade the feasible region
- Label the vertices
- Label the axes
12
Objective Function:
-10
8
mp3 to end t
10
12
d) Given that Jason sells the Party Pack for a $5 profit and the Mini Pack for a $2 profit define the objective function
for the Profit ($P) of Jason's bakery.
e) Create a table and list the feasible points, and therefore, determine the maximum possible daily profit.
k
Transcribed Image Text:c) On the grid below: -Label the constraint lines - Shade the feasible region - Label the vertices - Label the axes 12 Objective Function: -10 8 mp3 to end t 10 12 d) Given that Jason sells the Party Pack for a $5 profit and the Mini Pack for a $2 profit define the objective function for the Profit ($P) of Jason's bakery. e) Create a table and list the feasible points, and therefore, determine the maximum possible daily profit. k
5. Jason's bakery sells a variety of savoury packs. Jason decides to make only the following two pastry packs to
streamline production as they have sold the best over a long period of time.
- The Party Pack, which contains three pasties, two sausage rolls, and four pies
- The Mini Pack, which contains three pasties, four sausage rolls, and two pies
Let "x" be the number of Party Packs sold and "y" be the number of Mini Packs sold.
Each day, Jason only bakes 18 pasties, 20 sausage rolls, and 20 pies to sell.
a) Complete the table below:
Savoury Pack
Party Pack
Mini Pack
no. of Pasties
b) Five constraints can be used to model this situation.
Complete the constraints below.
3x + 3y ≤18 written in slope - intercept form as y = -x + 6
x ≥_
no. of Sausage Rolls
2x + 4y ≤ 20 written in slope - intercept form as y = -2x + 10
y ≥_
written in slope - intercept form as
no. of Pies
c) On the grid belo
Label the cons
- Shade t
21
Transcribed Image Text:5. Jason's bakery sells a variety of savoury packs. Jason decides to make only the following two pastry packs to streamline production as they have sold the best over a long period of time. - The Party Pack, which contains three pasties, two sausage rolls, and four pies - The Mini Pack, which contains three pasties, four sausage rolls, and two pies Let "x" be the number of Party Packs sold and "y" be the number of Mini Packs sold. Each day, Jason only bakes 18 pasties, 20 sausage rolls, and 20 pies to sell. a) Complete the table below: Savoury Pack Party Pack Mini Pack no. of Pasties b) Five constraints can be used to model this situation. Complete the constraints below. 3x + 3y ≤18 written in slope - intercept form as y = -x + 6 x ≥_ no. of Sausage Rolls 2x + 4y ≤ 20 written in slope - intercept form as y = -2x + 10 y ≥_ written in slope - intercept form as no. of Pies c) On the grid belo Label the cons - Shade t 21
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