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How do you convert centimeters to meters?

Answer
VerifiedVerified
505.8k+ views
Hint: The given question is based on distance and time. Where $km$ and $m$ are the units of distance and $h$ and $s$ are the units of time. There are different identities to convert one distance unit to another. The given question is about the conversion of units. We apply the identity of distance.
Units then cancelled out the terms. Again, we apply the identity of time units then cancel out the terms. In that way, we can find the solution of a given problem.

Complete step-by-step answer:
To solve the given problem we have to apply the identities of meter and centimeter. Where meter and centimeter are units of length. There are many different units of distances like meter, kilometer, centimeter, yards, mile so on... Using suitable identities we can easily convert one unit to another unit. In a given problem we can apply identities and find the solution of connecting the units.
In the given question we have to convert centimeters to meter.
$cm$ are the units of distance $m$ are the units of distance.
as $cm$ is centimetre and $m$ is metre
We have to convert the units of distance from $cm$ to $m$ and also from $m$ to $cm$ as well
Centimeter: A centimetre is a unit of length in a metric system, equal to hundredth of a metre. The centimetre is the unit of distance.
Metre: The metre is the base unit of length in the units. The S.I. unit symbol is . The metre is defined as the length of the path travelled by light in vacuum during a time interval.
Let us discuss converting $cm{\text{ to }}m$ i.e. centimeter to metre.
There are $100{\text{ }}cm$in a $m$.
The identity of $1{\text{ }}m$ to $cm$ is
$1m = 100cm$
as to convert from centimeter to metre. Simply divide the number by $100$ and then units are changed to metre.
We can use the identity of
$1cm = \dfrac{1}{{100}}m$
${\text{or }}1cm = \dfrac{m}{{100}}$
To solve the problem we have to use identity. In that way we can convert the units easily and find the solution to the given problem.

Note: The above problem is about distance. The $cm$ is a unit of length which is basically used for measuring the length of an object. We can measure things like the thickness of notepad, the diameter of a belly button … so on. Meter is also a unit of length. It is used to measure distance in races, and so on…