Answer:
The equations that represent the relationship between the number of toppings t and total cost d of the pizza with t toppings are;


Step-by-step explanation:
Given that an extra-large pizza costs;

and each topping cost $1.50 each.
For t toppings, we have;

The total cost for extra-large pizza with t toppings is d;
so we have;

making t the subject of formula;

Therefore, the equations that represent the relationship between the number of toppings t and total cost d of the pizza with t toppings are;

