Let x be the number of days it takes for the machines to have the same amount of milkshake left.
For the vanilla milkshake machine, the amount of milkshake left after x days can be represented as:
300 - 15x
For the chocolate milkshake machine, the amount of milkshake left after x days can be represented as:
80 - 20x
Setting these two equations equal to each other:
300 - 15x = 80 - 20x
Solving for x:
300 - 80 = 15x - 20x
220 = -5x
x = -220/5
x = 44
After 44 days, the vanilla milkshake machine and the chocolate milkshake machine will have the same amount of milkshake left.
A diner makes vanilla milkshakes and chocolate milkshakes development of the vanilla milkshake machine has a 300 cup capacity until 15 cups per day the chocolate milk machine has a ton of 80 cup capacity and so it's 20 cups per day write an equation to show when the two machines will have the same amount of milkshake left use access your
1 answer
1 answer