Eli used his juicer to make 
  cups of juice.  If he pours an equal amount of the juice into four glasses, how many cups of juice will be in each glass? 

To find out how many cups of juice will be in each glass, we need to divide the total number of cups of juice by the number of glasses. Since the total number of cups isn't specified, let's assume Eli made \( x \) cups of juice.

The formula to find the amount of juice in each glass is:

\[
\text{Juice per glass} = \frac{x}{4}
\]

Thus, if you know the total cups of juice \( x \), you can divide it by 4 to find out how much juice goes into each glass.

Would you like to clarify the total amount of juice or do you have more questions?

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Here are some follow-up questions to deepen your understanding:

1. If Eli made 8 cups of juice, how many cups of juice will each glass contain?
2. What if Eli made 3 cups of juice, how much would each glass get?
3. How would you solve this problem if Eli poured the juice into 5 glasses instead of 4?
4. If one glass holds 1.5 cups of juice, how many cups of juice did Eli make in total?
5. What if Eli had 6 glasses but made 12 cups of juice? How much would each glass get?

**Tip**: When dividing amounts evenly, always ensure you're dividing the total amount by the correct number of parts.

Eli used his juicer to make cups of juice. If he pours an equal amount of the juice into four glasses, how many cups of juice will be in each glass?

Learn how to divide juice into 4 glasses equally using basic division. This problem teaches core concepts in division and fractions, making it suitable for students in Grades 3-5.

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