Movie Theatre A has a popcorn machine with a 120-gallon capacity. It sells 7 gallons of popcorn per hour. Movie Theatre B has a popcorn machine with a 150-gallon capacity. It sells 9 gallons of popcorn per hour. Write and solve an equation to show when the two popcorn machines will have the same amount of popcorn left.(1 point). 120−7x=150−9x ; x=10120 minus 7 x equals 150 minus 9 x ; x equals 10120x−7=150x−9 ; x=15120 x minus 7 equals 150 x minus 9 ; x equals 15120+7x=150+9x ; x=−15120 plus 7 x equals 150 plus 9 x ; x equals negative 15120−7x=150−9x ; x=15

3 answers

The correct equation is:

120 - 7x = 150 - 9x

To solve for x, we combine like terms:

2x = 30

Next, we isolate x by dividing both sides of the equation by 2:

x = 15

Therefore, the two popcorn machines will have the same amount of popcorn left after 15 hours.
whats da equation
The equation is: 120 - 7x = 150 - 9x