Convert the following units: 39 L 948 mL = ? mL 60,924 mL = ? L ? mL 9 min 59 s = ? s 1 h 38 min = ? s
Understand the Problem
The image presents a series of unit conversion problems related to volume (liters and milliliters) and time (hours, minutes, and seconds). The task is to fill in the blanks with the correct converted values. These are basic arithmetic calculations involving standard conversion factors.
Answer
26. 39948 mL 27. 60 L 924 mL 28. 599 s 29. 5880 s
Answer for screen readers
- 39948 mL
- 60 L 924 mL
- 599 s
- 5880 s
Steps to Solve
- Convert liters to milliliters in question 26
We know that 1 L = 1000 mL. Therefore, 39 L = 39 * 1000 mL = 39000 mL.
- Calculate the total milliliters in question 26
Add the converted liters to the existing milliliters: 39000 mL + 948 mL = 39948 mL
- Convert milliliters to liters and milliliters in question 27
We know that 1000 mL = 1 L. Divide 60924 mL by 1000 to find the number of liters. $60924 \div 1000 = 60$ with a remainder of $924$. Thus, 60924 mL = 60 L and 924 mL.
- Convert minutes to seconds in question 28
We know 1 min = 60 s. Therefore, 9 min = 9 * 60 s = 540 s
- Calculate the total seconds in question 28
Add the converted minutes to the existing seconds: 540 s + 59 s = 599 s
- Convert hours to seconds in question 29
We know 1 hour = 60 minutes and 1minute = 60 seconds, thus one hour is equal to $60 \times 60 = 3600$ seconds.
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Convert minutes to seconds in question 29 $38 \times 60 = 2280$ seconds
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Calculate the total seconds in question 29
Add up value in seconds: $3600 + 2280 = 5880$
- 39948 mL
- 60 L 924 mL
- 599 s
- 5880 s
More Information
Volume and time conversions are fundamental skills used in everyday life, from cooking to travel planning. Understanding these conversions allows for accurate measurements and calculations in various practical scenarios.
Tips
- Confusing conversion factors (e.g., using 100 instead of 1000 for liters to milliliters).
- Forgetting to add the remaining milliliters or seconds after converting larger units.
- Incorrectly multiplying or dividing during the conversion process.
- Not paying attention to units, and mixing them up in the solution.
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