- Converting between Metric and U.S. Customary Unit Systems
- Introduction to Elapsed Time
- Introduction to Adding Time
- Time Unit Conversion with Whole Number Values
- Metric Conversion with Decimal Values: Two-Step Problem
- Metric Distance Conversion with Decimal Values
- Metric Mass or Capacity Conversion with Whole Number Values
- Metric Distance Conversion with Whole Number Values
- Measuring Length to the Nearest Millimeter
- Measuring Length to the Nearest Centimeter
- Choosing Metric Measurement Units
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Metric Distance Conversion with Decimal Values
The basic metric units for length are milpmeters, centimeters, meters and kilometers. These units are related to each other by a factor of ten. For example, a centimeter is ten times of a milpmeter and one-hundredth of a meter.
In this lesson, we solve problems involving distance conversions with decimal values.
![Example6.1](/metric_units_of_measurement/images/example6_1.jpg)
Fill in the blank to make the conversion true.
39 centimeters = ____meters
Solution
Step 1:
100 cm = 1 meter; 1 cm = 1/100 m
Step 2:
39 centimeters = 39 × 1/100 m = 0.39 m
So, 39 cm = 0.39 m
Fill in the blank to make the conversion true.
48 milpmeters = ____centimeters
Solution
Step 1:
10 milpmeter = 1 cm; 1 mm = 1/10 cm
Step 2:
48 mm = 48 mm × 1/10 = 4.8 cm
So, 48 mm = 4.8 cm
Fill in the blank to make the conversion true.
184 centimeter = ____meters
Solution
Step 1:
100 centimeter = 1 meter; 1 cm = 1/100 m
Step 2:
184 cm = 184 × 1/100 = 1.84 m
So, 184 cm = 1.84 m