Imagine you are the owner of a pizza shop that offers three different types of crusts, seven different toppings, and three different cheeses. Create an advertisement for your shop with three lists: one for crusts, another for toppings, and a third for cheeses. In your advertisement, emphasize a special where any three topping pizza with one type of cheese and one type of crust costs only $9.99. Complete this statement and include it on your advertisement: “For this special, we offer ________ different pizza choices for you to choose from!”

After completing the advertisement, answer the following questions:

Of the possible combinations you offer, which is your favorite?
What is the probability that a person would order your favorite pizza at random?

in the blank is 63?
3*7*3=63

my favorite is thin crust sausage and cheese, the probability of someone choosing that is 1 out of 63?

I agree

Advertisement:

_____________________________________________________
🍕 WELCOME TO [Shop Name]! 🍕

Crusts:
1. Thin Crust
2. Hand-tossed Crust
3. Stuffed Crust

Toppings:
1. Pepperoni
2. Mushrooms
3. Green Peppers
4. Onions
5. Olives
6. Sausage
7. Bacon

Cheeses:
1. Mozzarella
2. Cheddar
3. Parmesan

🌟 SPECIAL OFFER! 🌟
Create your own pizza with any three toppings, one type of cheese, and one type of crust for only $9.99!

🍽️ For this special, we offer 63 different pizza choices for you to choose from! 🍽️

Hurry and visit [Shop Name] to customize your perfect pizza at an irresistible price!

_____________________________________________________

Answer:

My favorite pizza combination from the possible choices is the Thin Crust with Sausage and Cheese.

To calculate the probability that a person would order my favorite pizza at random, we need to determine the number of favorable outcomes (the combination we want) and the total number of possible outcomes (all the pizza combinations).

In this case, the number of favorable outcomes (my favorite pizza combination) is 1, as there is only one specific combination that I prefer.

The total number of possible outcomes is 63, as calculated earlier by multiplying the number of crusts (3) with the number of toppings (7) and the number of cheeses (3).

Therefore, the probability of someone randomly choosing my favorite pizza combination is 1 out of 63.