Respuesta :
Answer: 278 tickets.
Step-by-step explanation: Each ticket costs $2.25, and is sold as that constant rate. We know that the drawer ended with 775.50 and started with a minimum of $150. Using this information, we can construct an equation.
150 + 2.25x = 775.50
Using algebra, we can simplify the equation to find the answer. Whatever we do to one side must be done to both sides.
150 + 2.25x = 775.50
-150 -150
= 2.25x = 665.50
(2.25 / 2.25) x = (665.50 / 2.25)
= x = 278
Answer: 278
First take 775.50 subtract 150 then you divide that by the price of the tickets which is 2.25 so it goes like this
775.50
-150.00 = 625.50
Now you take 625.59 and divide it by 2.25 which is 278
First take 775.50 subtract 150 then you divide that by the price of the tickets which is 2.25 so it goes like this
775.50
-150.00 = 625.50
Now you take 625.59 and divide it by 2.25 which is 278