At Tony’s Pizza Parlor in beautiful downtown Pittston, Tony charges $12 for a large pie with 2 toppings and $16 for a large pie with 7 toppings. Find the cost of the pizza, P(t), as a function of the number of toppings. What is the slope? Interpret the slope in the context of the problem. What is the y-intercept of this linear function? Interpret the y-intercept in the context of the problem. Using your model, predict the cost of a 4 topping pizza
1. At Tony’s Pizza Parlor in beautiful downtown Pittston, Tony charges
$12 for a large pie with 2 toppings and $16 for a large pie with 7
toppings. Find the cost of the pizza, P(t), as a function of the
number of toppings. What is the slope? Interpret the slope in the
context of the problem. What is the y-intercept of this linear
function? Interpret the y-intercept in the context of the problem.
Using your model, predict the cost of a 4 topping pizza
2. Winky McFlash can run 200 feet in 7 seconds and he can run 500
feet in 21 seconds. Write a linear equation with distance, d(t), as a
function of time, t. Interpret the slope for this equation. Interpret the
y-intercept for this equation. Does this make sense? Use the equation
to predict how far Winky can run in 10 seconds.
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