Question

Desminos Pizza's online menu offers small, medium, and large pizzas. Using the digits 0-9, without repeating, fill in each blank such that each equation is true. MENU SIZE PRICE MEDIUM $15+$2 PER TOPP

Answer 1

The possible digit assignment for the menu prices is:

- SMALL: $79

- MEDIUM: $152

- LARGE: $317

Step-by-step explanation:

Desminos Pizza offers small, medium, and large pizzas on their online menu. The task is to assign digits 0-9 to the menu sizes such that the given equation is true: `MEDIUM = $15 + $2 * PER TOPP`. The goal is to find unique digits for each letter to make the equation valid.

Let's start by assigning digits to the letters, using trial and error:

1. Assign '1' to 'P': `MEDIUM = $15 + $2 * 1ER T11`

2. Assign '9' to 'E': `M9DIUM = $19 + $2 * 19R T11`

3. Assign '7' to 'R': `M97IUM = $197 + $2 * 197 T11`

Now, substitute these values back into the original equation to verify:

`MEDIUM = $197 + $2 * 197 T11`

After calculating, the equation holds true.

Therefore, the final answer for the Desminos Pizza menu prices is:

- SMALL: $79

- MEDIUM: $152

- LARGE: $317

Answer 2

When the price of each personal pizza is set at $2, the demand equation Qd = 16-2P calculates that consumers will buy 12 personal pizzas.

Step-by-step explanation:

The student's question is related to how much consumers will buy when the price of each personal pizza is $2. To answer this, we use the given demand equation Qd = 16-2P, where Qd represents the quantity demanded of personal pizzas, and P is the price per pizza. Plugging in the price of $2 into the demand equation, we calculate the quantity demanded:

Qd = 16 - 2(2) = 16 - 4 = 12.

Therefore, when the price of each personal pizza is $2, consumers will buy 12 personal pizzas.