a) We have to write an expression of the total charge for each restaurant.
The first reastaurant has a fixed charge of $2 and then $10 per pizza.
Then, if x is the number of pizzas, we can express the total charge as:

The second restaurant has a fee of $5 and charges $9 per pizza, so thetotal charge will be:

b) If the total charge is equal for both restaurants, we can write:

We can solve it for x as:

Answer:
a) Total charge for the first restaurant = 2+10x
Total charge for the second restaurant = 5+9x
b) 2+10x = 5+9x