Question

I really need help with assignment, everytime try to do it, i get really frustrated.

Name your company.
Identify the type of business (i.e., clothes, electronics, furniture, etc.).
Identify two products your company will make.
Assign variables to the two products; please use x and y.
Decide on a maximum or minimum number of each type of product your company will produce per day (or week/month/year). Don’t make your number too big or too small. Try to make this as realistic as possible.
Decide on the cost for each product.
Decide on the total production costs you anticipate your compan

Answer 1

pay each day (or week/month/year).
Design the system of inequalities.
Graph the system of inequalities.
This can be done by hand or using graphing software like GeoGebra.
Label the lines, points of intersection, and axis.
Show the shaded solution of the three inequalities and explain what it represents.
View Directions for GeoGebra if necessary.
Decide how much profit you could realistically make on each product.
Write an expression to represent the total profit earned from both products. Remember, the profit from a product is the money you earn on the item multiplied by the number of items sold.
Using the graph and profit expression, identify the appropriate combination of products that will maximize your profit.

Answer 2

So far this is what i have: The name of my company is Carry on, Manufactures Purses, two products made are purses and wallets. X=purses, Y=wallets. 15 purses a day produced, 20 wallets produced per day. Purses cost $10 each and wallets $5 each. My total production costs will not exceed $525. So heres my equation $10x+5y≤$525. BUT THATS ALL I GOT, i dont know how to go on from here.