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Will brought a 144-ounce cooler filled with water to soccer practice. He used 16 ounces from the cooler to fill his water bottle. He then took out 16 plastic cups for his teammates and poured the same amount of water into each cup.

Find the number of ounces of water, [tex]\( x \)[/tex], that Will could have poured into each cup.

Options:
- 16
- 8
- 6
- [tex]\( \geq \)[/tex]
- [tex]\( \leq \)[/tex]
- 10

[Drag and drop the correct symbols and numbers to form the inequality that represents the problem.]

Answer :

Sure! Let's figure out how many ounces of water Will could have poured into each cup, step by step.

1. Start with the initial amount of water:
Will brought a cooler filled with 144 ounces of water to soccer practice.

2. Subtract the water used for the bottle:
Will used 16 ounces from the cooler to fill his water bottle.
To find out how much water is left, subtract the 16 ounces from the initial 144 ounces:
[tex]\[
144 \, \text{ounces} - 16 \, \text{ounces} = 128 \, \text{ounces}
\][/tex]
So, there are 128 ounces of water remaining in the cooler.

3. Determine the number of cups:
Will took out 16 plastic cups for his teammates.

4. Calculate the amount of water per cup:
To find out how much water Will could pour into each cup, divide the remaining 128 ounces of water by the 16 cups:
[tex]\[
\frac{128 \, \text{ounces}}{16 \, \text{cups}} = 8 \, \text{ounces per cup}
\][/tex]
Therefore, Will could have poured 8 ounces of water into each cup.

So, the number of ounces of water, [tex]\( x \)[/tex], that Will could have poured into each cup is [tex]\( 8 \)[/tex].

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