Introduction to metric system distance:
The distance is the unit used to represent how far two objects are apart. There are various units for the measurement of the distance like the international standard unit, metric unit, and other conventional units. The metric system of the distance measurement is one among them and the lengths are represented as the 10th multiples of the base unit. In the following article we will discuss in detail about the metric system of distance and the units in the metric system of distance. I like to share this Distance Time Formula with you all through my article.
More about Metric System Distance:
As described before, in the metric system of the distance the units of the distance are represented as the 10th multiples of the base unit in the metric system of distance. The base unit in the metric system of distance is the meter. The various units of the distance measurement in the metric system are,
1 Kilometer = `1000` meters
1 Hectometer = `100` meters
1 Decameter = `10` meters
1 Decimeter = `1/10` meters
1 Centimeter = `1/100` meters
1 Millimeter = `1/1000` meters
The above metric system distance relations can also be used for the conversion from the meters to the other units by reversing the above relations. Please express your views of this topic Frequency Polygon by commenting on blog.
Example Problems on Metric System Distance:
1. Convert the distance of 1.26 meters into centimeters and decimeters.
Solution:
1 Centimeter = `1/100` meters
1 meter = 100 centimeters
1.26 meters = 1.26*100 centimeters
1.26 meters = 126 centimeters
1 Decimeter = `1/10` meters
1 meter = 10 decimeters
1.26 meters = 1.26*10 decimeters
1.26 meters = 12.6 decimeters
2. Convert the distance of 0.25 kilometers and 0.75 decameters into meters.
Solution:
1 Kilometer = 1000 meters
0.25 Kilometer = 0.25*1000 meters
0.25 Kilometer = 250 meters
1 Decameter = 10 meters
0.75 Decameter = 0.75*10 meters
0.75 Decameter = 7.5 meters
Practice problems on metric system distance:
1. Convert the given distance of 14.56 decimeters into meters.
Answer: 145.6 meters
2. Convert the given distance of 0.98 kilometers into meters.
Answer: 980 meters.
3. Convert the given distance of 15600 millimeters into meters.
Answer: 1.56 meters
The distance is the unit used to represent how far two objects are apart. There are various units for the measurement of the distance like the international standard unit, metric unit, and other conventional units. The metric system of the distance measurement is one among them and the lengths are represented as the 10th multiples of the base unit. In the following article we will discuss in detail about the metric system of distance and the units in the metric system of distance. I like to share this Distance Time Formula with you all through my article.
More about Metric System Distance:
As described before, in the metric system of the distance the units of the distance are represented as the 10th multiples of the base unit in the metric system of distance. The base unit in the metric system of distance is the meter. The various units of the distance measurement in the metric system are,
1 Kilometer = `1000` meters
1 Hectometer = `100` meters
1 Decameter = `10` meters
1 Decimeter = `1/10` meters
1 Centimeter = `1/100` meters
1 Millimeter = `1/1000` meters
The above metric system distance relations can also be used for the conversion from the meters to the other units by reversing the above relations. Please express your views of this topic Frequency Polygon by commenting on blog.
Example Problems on Metric System Distance:
1. Convert the distance of 1.26 meters into centimeters and decimeters.
Solution:
1 Centimeter = `1/100` meters
1 meter = 100 centimeters
1.26 meters = 1.26*100 centimeters
1.26 meters = 126 centimeters
1 Decimeter = `1/10` meters
1 meter = 10 decimeters
1.26 meters = 1.26*10 decimeters
1.26 meters = 12.6 decimeters
2. Convert the distance of 0.25 kilometers and 0.75 decameters into meters.
Solution:
1 Kilometer = 1000 meters
0.25 Kilometer = 0.25*1000 meters
0.25 Kilometer = 250 meters
1 Decameter = 10 meters
0.75 Decameter = 0.75*10 meters
0.75 Decameter = 7.5 meters
Practice problems on metric system distance:
1. Convert the given distance of 14.56 decimeters into meters.
Answer: 145.6 meters
2. Convert the given distance of 0.98 kilometers into meters.
Answer: 980 meters.
3. Convert the given distance of 15600 millimeters into meters.
Answer: 1.56 meters
No comments:
Post a Comment