Junior's coffee shop offers two different sizes of coffee. The small coffee costs $2.50 while the large coffee costs $3.50. It is your turn to buy coffee for the office and your bill came to $52.50. This scenario can be modeled by the equation 2.5x + 3.5y = 52.50 where "x" represents the number of small coffees and "y" represents the number of large coffees. Which of the following is not a possible combination of small and large coffees?

0 small coffees and 15 large coffees

15 small coffees and 0 large coffees

7 small coffees and 10 large coffees

14 small coffees and 5 la

Question

Junior's coffee shop offers two different sizes of coffee. The small coffee costs $2.50 while the large coffee costs $3.50. It is your turn to buy coffee for the office and your bill came to $52.50. This scenario can be modeled by the equation 2.5x + 3.5y = 52.50 where "x" represents the number of small coffees and "y" represents the number of large coffees. Which of the following is not a possible combination of small and large coffees? 


 0 small coffees and 15 large coffees 

 15 small coffees and 0 large coffees 

 7 small coffees and 10 large coffees 

 14 small coffees and 5 la

anonymous · Answer

b) 15 small coffees would cost $37.50