I need some verification on my answer
A baker wants to make a minimum of 80 gourmet cupcakes and decides to make chocolate and vanilla cupcakes. However to make chocolate cupcakes she needs 2oz of cocoa powder which cost 1$ an oz and can only spend 80$ on powder. She also has a vanilla cupcake oven that can hold a maximum of 90 cupcakes. She can sell chocolate cupcakes for 8$ and vanilla for 6$ how many should she make to maximize revenue.
I got the constraints X+Y => 80 , 2x,<=80 , and y<=90
with a final maximum of (40,90) 860$
Can anyone else do it to see if i got it right?
Hello, drossi45!
A baker wants to make a minimum of 80 chocolate and vanilla cupcakes.
To make chocolate cupcakes. she needs 2 oz of cocoa powder
which cost $1 an oz and can only spend $80 on powder.
She also has a vanilla cupcake oven that can hold a maximum of 90 cupcakes.
She can sell chocolate cupcakes for $8 and vanilla for $6.
How many should she make to maximize revenue.
I got the constraints:
. . with a final maximum of: (40,90), $860.
Can anyone else do it to see if i got it right?
You have the right answer.
But did you sketch the region correctly?
Code:| 90 o - - ♥ |:::::| 80 o:::::| | *:::| | *:| | o | | * | | * - - + - - + - - * - - | 40 80 |