Chapter 2 Project

Xena Hinton

Inequalities and Graph

Red Hot Sauce is X and Scorchin' Hot Sauce is Y

X<= 0 Y<= 0

Red Hot Sauce 5x+4y <= 1050 Y<= -5/4x + 262.5

Scorchin' Hot Sauce 4x+8y <= 1200 Y<= -1/2x + 150

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Profit

P= 1.20x+1y

XY         P=1.20x+1y          P

(0,0)          P=1.20(0)x + 1(0)y          0

(0,150)          P=1.20(0)x + 1(150)y         150

(150,75)          P=1.20(150)x + 1(75)y          255

(300,0)          P+1.20(300)x + 1(0)y          360

Each Sauce should make and Maximize Profit

Red Hot Sauce should make: 150 and Scorchin' Hot Sauce should make: 75

Therefore the maximize profit would be: $ 255

Prices          1 pint( Red Hot Sauce)          1 pint ( Scorchin' Hot Sauce)   

Green Peppers $1.34 Hot Chili Peppers $ 0.80 Tomato Sauce $ 1.00  

$10.09 and $12.76

Sell For $10.00 and 12.50

You would buy 372 pints each week