Sheila is ordering pizzas for a party. each plain pizza costs $9.00, and each topping costs $1.50. the delivery charge is $3.00. write a function rule to show the total cost of the pizzas if the pizza ordered has 2 toppings. how much will 5 pizzas cost?

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UweZwei UweZwei · Answer 1 · 2016-12-04T23:21:41+01:00

f (x) = $12.00 * x + $3.00

f (5) = $12.00 * 5 + $3.00
f (5) = $63.00

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JeanaShupp JeanaShupp · Answer 2 · 2019-12-12T04:02:43+01:00

Answer: [tex]c=12x+3[/tex], where c is the total cost of x pizzas.

The cost of 5 pizzas = $63

Step-by-step explanation:

Given : Cost of each pizza = $9.00

Cost of each topping = $1.50

⇒ Cost of 2 toppings = 2 x $1.50 = $3.00

Then, the cost of each pizza having 2 toppings = $9.00+ $3.00= $12.00

Let x be the number of pizzas .

Then , the cost of x pizzas = 12x

Since , Delivery charge = $3.00

Then, the total cost of ordering x pizzas( in dollars) = Cost of x pizzas+ Delivery charge = 12x+3

Function rule to show the total cost of the pizzas if the pizza ordered has 2 toppings : [tex]c=12x+3[/tex] , where c is the total cost.

Put x= 5

[tex]c=12(5)+3=60+3=63[/tex]

Hence, the cost of 5 pizzas = $63