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20 votes
20 votes
54

A large pizza costs $18. Each topping costs an additional $2.25, and each side
costs an additional $2.50.
Part A: Write an expression to represent the cost of a large pizza with
t toppings and s sides.
Part B: What is the cost of buying a large pizza with 2 toppings and 3 sides?

54 A large pizza costs $18. Each topping costs an additional $2.25, and each side-example-1
User Amechi
by
2.3k points

2 Answers

18 votes
18 votes

Answer:

Part A: 18 + 2.25t + 2.50s

Part B: $30

Explanation:

Let t= each additional topping

Let s=each side

First we add the cost of one pizza ($18)

Then we add each additional topping (t) multiplied by its cost (2.25 dollars)

Finally we add each side (s) multplied (2.50 dollars)

Part B:

Plug in 2 for t and 3 for s into the expression from earlier and simplify:

Expression: 18 + 2.25(2) + 2.50(3)

=18+ 4.50 + 7.50

=30

And there you have it- the total cost is $30.

Hope this helps and good luck in your studies :)

User Cay
by
3.4k points
10 votes
10 votes

Answer:

Part A: total pizza cost = 2.50s + 2.25t + 18

Part B: 30 dollars

Explanation:

I hope this helped! If it did, please click "Thanks"!

User David Jesse
by
3.1k points
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