# Activity One

**Constraints: -5/4x+262.5<=y, -1/2x+150<= y, x<=0, y<=0**

**Solutions: (0,0),(0,150),(150,75),(210,0)**

# Activity Two

*P=1.2x+1y (Red Hot Sauce=X, Scorchin' Hot Sauce=Y)*

*Maximum Profit=255*

*Minimum Profit=0*

*To maximize profits I would have to sell 150 pints of Red Hot Sauce and 75 pints of Scorchin' Hot Sauce.*

# Activity Three

**Green Peppers: $.25 each**

**Chilis: $.50 per pepper**

**Tomato Sauce: $1.25 a can**

**It would cost $4.50 a pint of Red Hot Sauce and $6.25 a pint of Scorchin' Hot Sauce.**

**The final selling price would be, $5.70 for a pint of Red Hot Sauce and 7.25 for a pint of Scorchin' Hot Sauce.**

# Activity Four

*Seventy-five pints should be sold each week.*

By: Ali'ce Batten Jr.

http://www.tablesgenerator.com/latex_tables

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Thank you.