Question

Ms. Jones is ordering pizzas for the school dance. To keep things simple, she plans on only ordering two types, cheese and pepperoni. Each cheese pizza costs $10 and each pepperoni pizza costs $13. The number of cheese pizzas should be more than twice the number of pepperoni pizzas. The school dance budget will allow for no more than $200 to pay for the pizzas. This situation can be modeled by the following system of inequalities.

Answer 1

You didn't add the system of inequalities. But when you are posting a question and you don't know how to type the question or the answer or if you don't feel like it. Hold down shift, ctrl (control), and the button that divides/spaces  each tab out, amd you're screen if go dime so you can highlight a part of the screen so it will take a picture and you can post it.

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Step-by-step explanation:

Answer: In the picture below the correct answer is

D. The system represents the minimum amount that Ms. Jones can spend on cheese pizzas, x, and pepperoni pizzas, y, and the relationship between the number of cheese pizzas and pepperoni pizzas.

Answer 2

Let 
x-------------> number of cheese pizza  (each cheese pizza costs $10)
y-------------> number of pepperoni pizza (each pepperoni  pizza costs $13)

we know that
10x+13y <= $200
x > 2y

the answer is 
This situation can be modeled by the following system of inequalities
10x+13y <= $200
x > 2y

using a graph tool
see the attached figure to view the solution of the system of inequalities