Liem orders a large pizza. The pizza store charges $11.00 for the pizza with cheese and $1.50 for each additional topping. The mathematical equation for the function is y=11+1.5x , with x representing the number of additional toppings and y representing the total price of the pizza. What is the cost of a large pizza with 3 toppings?
To find the cost of a large pizza with 3 toppings, we substitute x=3 into the equation y=11+1.5x .
y=11+1.5(3)
y=11+4.5
y=15.5
Therefore, the cost of a large pizza with 3 toppings is $15.50.
To calculate the cost of a large pizza with 3 toppings, we need to substitute the value of x = 3 into the equation y = 11 + 1.5x.
Let's solve the equation:
y = 11 + 1.5x
y = 11 + 1.5(3)
y = 11 + 4.5
y = 15.5
Therefore, the cost of a large pizza with 3 toppings would be $15.50.
To find the cost of a large pizza with 3 toppings, we can use the mathematical equation y = 11 + 1.5x, where x represents the number of additional toppings and y represents the total price of the pizza.
In this case, we want to find the cost of a large pizza with 3 toppings, so we can substitute x = 3 into the equation:
y = 11 + 1.5x
y = 11 + 1.5(3)
y = 11 + 4.5
y = 15.5
Therefore, the cost of a large pizza with 3 toppings would be $15.50.