The price p of an ice cream is $3.95 plus $0.85 for each topping t on the ice cream. Which function rule shows the cost of an ice cream per number of toppings, t?
Responses
p=0.85t+3.95
p is equal to 0 point 8 5 t plus 3 point 9 5
p=4.80
p is equal to 4 point 8 0
p=4.80t
p is equal to 4 point 8 0 t
p=3.95t+0.85
p is equal to 3 point 9 5 t plus 0 point 8 5
The correct function rule that shows the cost of an ice cream per number of toppings, t is:
p = 0.85t + 3.95
To find the function rule that shows the cost of an ice cream per number of toppings, we need to understand the given information.
According to the question, the base price of the ice cream is $3.95 and there is an additional cost of $0.85 for each topping.
We can form a linear equation using this information. Let "p" represent the total cost of the ice cream and "t" represent the number of toppings. Since the base price is fixed and the additional cost depends on the number of toppings, we can express the equation as:
p = 0.85t + 3.95
Therefore, the correct function rule that shows the cost of an ice cream per number of toppings is:
p = 0.85t + 3.95