Comparing Costs of Pizza: A Linear Functions Challenge

What is the main problem discussed in the video?

• Finding the best dessert for a party.

• Choosing the best pizza place for a party.

• Deciding on the best drinks for a party.

• Selecting the best venue for a party.

What is the base price of a 14-inch cheese pizza at Pi R Round?

• $9

• $11

• $12

• $10

How much does Big Brutes charge per topping?

• $1

• $1.50

• $2

• $0.50

Which function represents the cost of a pizza at Pi R Round?

• B(t) = t + 11

• P(t) = t + 9

• B(t) = 1.5t + 11

• P(t) = 1.5t + 9

What does a higher vertical intercept represent in this context?

• Total cost of the pizza

• Discount on the pizza

• Cost per topping

• Base price of the pizza

What is the slope in the context of the pizza pricing functions?

• Cost per topping

• Total cost of the pizza

• Discount on the pizza

• Base price of the pizza

At what number of toppings do both pizza places offer the same value?

• 2

• 5

• 3

• 4

Which pizza place is the better value if you order 5 or more toppings?

• Neither

• Pi R Round

• Big Brutes

• Both are the same

What does the intersection of the graphs at 4 toppings indicate?

• Both pizzas are free

• Big Brutes is cheaper

• Pi R Round is cheaper

• Both pizzas have the same cost

What valuable life skill is highlighted in the video?

• Ability to host a party

• Ability to cook pizza

• Ability to compare functions

• Ability to make friends