Answer:
x+y ≤60
2x+3y ≥ 100
Step-by-step explanation:
Let x represents the number of cookies and y represents the number of cupcakes.
Given : You can only sell at most 60 baked goods combined. Cookies cost $2 each, and a cupcake $3 each. You want to earn at least $100.
Cost of x cookies = 2x
Cost of y cupcakes = 3y
i.e. Inequality For Quantity : x+y ≤60
Inequality For cost : 2x+3y ≥ 100
Now, a system of linear inequalities to determine how many cookies and cupcakes can be sold will be :
x+y ≤60
2x+3y ≥ 100
