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To solve this problem, we need to find the total amount of water used. Each cup holds 177 milliliters of water, and there are 385 cups. We can find the total amount of water by multiplying these two values:

\[
177 \, \text{milliliters} \times 385 \, \text{cups} = 68,145 \, \text{milliliters}
\]

So, about **68,145 milliliters** of water were used in total.

Would you like more details, or do you have any questions?

### Related Questions:
1. How many liters of water were used, given that 1 liter equals 1,000 milliliters?
2. If each runner drank an equal amount of water and there were 200 runners, how much water did each runner consume?
3. What would be the total volume if the number of cups was increased by 20%?
4. How much water would be used if each cup held 200 milliliters instead?
5. If 10% of the cups were not used, how many milliliters of water would that save?

### Tip:
When solving problems involving large numbers, round numbers before multiplication to estimate quickly. For instance, rounding 177 to 180 and 385 to 400 gives an approximate product of 72,000 milliliters. This can be useful for checking the reasonableness of your answer.

Shannon sets out cups of water for the runners in a race. Each cup holds 177 milliliters of water. She sets out 385 cups throughout the race. About how many milliliters of water were used?

Learn how to calculate the total milliliters of water used for 385 cups, each holding 177 milliliters. This problem covers basic multiplication and estimation, suitable for students in Grades 5-7.

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