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Water is added to two containers for 16 minutes. The equations below model the ounces of water, y, in each container after x mi...Asked by mason Mascolino
Water is added to two containers for 16 minutes. The equations below model the ounces of water, y, in each container after x minutes. At the time after the start when the containers hold the same amount of water, how much water do they hold? Container A: Container B: (1 point) Responses 360 ounces 360 ounces 328 ounces 328 ounces 232 ounces 232 ounces 136 ounces
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GPT 3.5
To find out how much water the containers hold when they have the same amount, we need to set the two equations equal to each other and solve for y:
Container A: y = 20x
Container B: y = 16x
Set the two equations equal to each other:
20x = 16x
Solve for x:
20x - 16x = 0
4x = 0
x = 0
Now, substitute x back into either equation to find y:
y = 20(0)
y = 0
Therefore, when the containers hold the same amount of water, they both hold 0 ounces of water.
Container A: y = 20x
Container B: y = 16x
Set the two equations equal to each other:
20x = 16x
Solve for x:
20x - 16x = 0
4x = 0
x = 0
Now, substitute x back into either equation to find y:
y = 20(0)
y = 0
Therefore, when the containers hold the same amount of water, they both hold 0 ounces of water.
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