Question

Stacy’s mom is baking treats for Stacy’s birthday party. She has 9eggs to use for this purpose. A batch of cookies requires one egg and a batch of brownies requires 2eggs. How many of each treat can Stacy’s mom bake. List three possible combinations of cookies and brownies stacys mom could make for the party. Write an inequality to represent the situation. Grph the inequality and shade the area where the solutions are. Why did we only graph in the first quadrant

Answer 1

Answer:

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Step-by-step explanation:

HERE IZ UR ANSWER.

Total eggs ⇒ 9

Eggs required for brownies ⇒ 2

Eggs required for cookies ⇒ 1

There can be two combinations by which stacy mom make snacks

1. More brownies and less cookies

2. More cookies nd less brownies

9 ÷ 2 = 4 and one remainder.

So, 4 batch of brownies and 1 cookie.

and

9 - 2 = 7 which means,

7 batch of cookies and one batch of brownies.

Some more possibilities can be there, such as

2 batch of brownies and 5 batch of cookies.

3 batch of brownies and 3 batch of cookies.

HOPE IT HELPS!!

Answer 2

Total eggs ⇒ 9

Eggs required for brownies ⇒ 2

Eggs required for cookies ⇒ 1


There can be two combinations by which stacy mom make snacks


1. More brownies and less cookies

2. More cookies nd less brownies


9 ÷ 2 = 4 and one remainder.


So, 4 batch of brownies and 1 cookie.

and


9 - 2 = 7 which means,


7 batch of cookies and one batch of brownies.


Some more possibilities can be there, such as


2 batch of brownies and 5 batch of cookies.


3 batch of brownies and 3 batch of cookies.


HOPE IT HELPS U ✌️✌️