If 2 1/3 liters of sterile water are poured out of a full 5 1/2 liter container, how many liters remain?

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Multiple Choice

If 2 1/3 liters of sterile water are poured out of a full 5 1/2 liter container, how many liters remain?

Explanation:
Subtracting mixed numbers to find the remaining quantity. You’re looking for how much is left after taking away 2 1/3 liters from 5 1/2 liters. Split the subtraction into whole and fractional parts: 5 1/2 minus 2 1/3 equals (5 − 2) plus (1/2 − 1/3). The whole parts give 3. For the fractions, 1/2 − 1/3 = 3/6 − 2/6 = 1/6. Combine them to get 3 1/6 liters remaining. If you prefer a single fraction, convert to improper fractions: 11/2 − 7/3 = 33/6 − 14/6 = 19/6 = 3 1/6.

Subtracting mixed numbers to find the remaining quantity. You’re looking for how much is left after taking away 2 1/3 liters from 5 1/2 liters.

Split the subtraction into whole and fractional parts: 5 1/2 minus 2 1/3 equals (5 − 2) plus (1/2 − 1/3). The whole parts give 3. For the fractions, 1/2 − 1/3 = 3/6 − 2/6 = 1/6. Combine them to get 3 1/6 liters remaining. If you prefer a single fraction, convert to improper fractions: 11/2 − 7/3 = 33/6 − 14/6 = 19/6 = 3 1/6.

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