The metric system is primarily a system used for measuring length, volume, distance, temperature, and weight. It relies on the three basic units through which anything in the world can be measured.
Meter(m) - It is used for measuring length
Kilogram (kg) - It is used for measuring mass
Second(s) - it is used to measure time.
The metric system of measurement was introduced in the year 1799. Over several years, this system has been lengthened to integrate many units. Although, numerous variants of this system originated in the late 19th and early 20th century. The term metric system is another word for SI or the International systems of India.
The standard International System of Units ( SI Units) provides an accurate definition for meter, kilograms, and the seconds. It also describes and states four different additional units such as:
Candela - Luminous intensity
Ampere - Electric Current
Kelvin - Temperature
Mole - Material Quantity
Metric number prefixes can be used to measure very small or big things. For example- Kilo and Milli.
Here are some of the common metric conversion units that are based on the Kilogram, meters and seconds.
Area = Square meters ( area=length x length) Hence, the basic unit of measuring area is metres by metres = m²
Volume = cubic meters ( Volume=length x length) Hence, the basic unit of measuring volume is m³ ( cubic metres).
Liter = One-thousandth of a cubic meters ( 1m³ = 1000 liters). Hence, 1 liter= 1/1000 m³
Time = Hour ( 1 hour= 60 mins, 1 minute= 60 seconds) Hence, 1 hour = 60 x 60=3600 seconds
Day = ( 1day = 24 hours) Hence, 1 day = 24 x 60 x60 = 86400 seconds.
Units mentioned in bold are standard units
Here, you learn metric system conversion of smaller to bigger units and bigger to smaller units.
The conversion of a smaller unit to a bigger unit is similar to the conversion method of a bigger unit to a smaller unit. While converting a bigger unit to a smaller unit, ,you move the decimal point to the right side which implies that you multiply the factor but when you convert a smaller unit to a bigger one, you move the decimal point to the left side which implies that you divide the factors.
Solved Example for Metric Conversion of Bigger Unit to the Smaller Unit
Convert 10.20 kilograms( bigger unit) to grams (smaller unit)
Solution: As, we are converting a bigger unit to a smaller unit, we will multiply by the factor and move the decimal point to the right
10.20 kg x 1000 = 10200 g
Solved Example for Metric Conversion of a Smaller Unit to a Bigger Unit
Convert 730 centigrams to grams
Solution: As,we are converting a smaller unit to a bigger unit, we will divide by the factor and move the decimal point to the left side
730 cg ÷ 100 = 7.30 g
Here is a metric system conversion table which helps you to solve the questions based on metric system conversion
Convert 4 Kilometers to meters
Solution: To convert kilometers to meters, we will jump 3 times from kilometers to reach the meters
Accordingly, we will multiply by 10³ = 1000
So, 4km = 4 x 1000= 4000 metres
Convert 6250 milligrams to grams
Solution: As we know, one gram is 1000 times larger than a milligram. Accordingly,
1 gram = 1000 mg
1 mg = 1/1000 gms
6250 mg= 6250/1000 gms
Hence, 6250 = 6.250 gms
A metric system of measurement was introduced in the 1790s in France.
The centimeter gram second or meter kilogram second was primarily used until the establishment of the international system of the unit in 1960.
What is 0.005 ml?
2. 20 gram is similar to
3. A cubic centimeter is used to measure
4. Convert 560 mg to g
5. Which is a base unit in the metric system?
All of the above
1. Explain Metric Units with Examples.
In Mathematics, we stumble across various physical quantities such as length, weight, temperature, mass, etc. These quantities are linked with some magnitude along with some physical units. A Magnitude is merely a constant number whereas the unit is merely considered as a standard on the basis of which the magnitude has been expressed. Every physical quantity has a predetermined unit of measurement. Metric Unit is the most common topic in Mathematics. The metric system is stated as an international decimal system of measuring physical quantities. Metric unit or metric measurement unit are used for computing units of other quantities, Metric unit is the most common method of measuring distinct types of units throughout the world. These are widely used scientifically, personnel as well as commercially.
Metric units are the base units that are used to develop other larger and smaller units from the standard set of prefixes in powers of 10. Metric systems of units also represented as SI systems. It defines 7 basic units such as length, mass, time, temperature, electric current, amount of substance along luminous intensity. The units of all other quantities are obtained from these 7 units.
2. Explain the Importance of a Standard Unit of Measurement?
Imagine a situation, when a lady wants to purchase a red color handbag, so she goes to a store to purchase it. The shopkeeper speaks only in English. The lady says, “Ich Mochte Rote Farbe Tasche”. The shopkeeper says,“What”!.The lady asked for a red handbag but she said in German. But the shopkeeper didn't understand her language as it was not a standard language.
Similarly, there are multiple systems and units in place for measuring different quantities such as length, area, mass, volume and many other things. For example- One acre is a common unit of measuring area in India. If you look at the metric system, you will find Oce acre around 4047 square metre. Now, you must have understood how difficult it would be to measure if there were no development of a standard unit of measurement.