A local pizza parlor has the following list of toppings available for selection. The parlor is running a special to encourage patrons to try new combinations of toppings. They list all possible three-topping pizzas (33 distinct toppings) on individual cards and give away a free pizza every hour to a lucky winner. Find the probability that the first winner randomly selects the card for the pizza topped with spicy Italian sausage, spinach, and black olives. Express your answer as a fraction in lowest terms or a decimal rounded to the nearest millionth. Pizza Toppings: Green Peppers, Onions, Kalamata Olives, Sausage, Mushrooms, Black Olives, Pepperoni, Spicy Italian Sausage, Roma Tomatoes, Green Olives, Ham, Grilled Chicken, Jalapeño Peppers, Banana Peppers, Beef, Chicken Fingers, Red Peppers, Spinach
A local pizza parlor has the following list of toppings available for selection. The parlor is running a special to encourage patrons to try new combinations of toppings. They list all possible three-topping pizzas (33 distinct toppings) on individual cards and give away a free pizza every hour to a lucky winner. Find the
Pizza Toppings: Green Peppers, Onions, Kalamata Olives, Sausage, Mushrooms, Black Olives, Pepperoni, Spicy Italian Sausage, Roma Tomatoes, Green Olives, Ham, Grilled Chicken, Jalapeño Peppers, Banana Peppers, Beef, Chicken Fingers, Red Peppers, Spinach
Trending now
This is a popular solution!
Step by step
Solved in 2 steps with 1 images
