Do you know which unit is bigger? What do you think? Is 1 cm bigger than 1 inch? Or maybe is 1 inch bigger than 1 cm? If you want to know it – keep reading this article. We will dispel all your doubts!
To compare 1 cm and 1 inch it is needed to calculate them to the same unit. Before we move on to the comparison we want to tell you how many inch in a cm and how many cm in an inch. Have a look:
1 centimeter = 0.3937 inches,
1 inch = 2.54 centimeters.
We know that results shown in a chart are so much clearer for most of you, so you can also see these results in a table down below, have a look:
Now we can move on to the comparison.
We will convert inches to centimeters to make a comparison. Why? Because 1 inch is exactly 2.54 cm. On the other hand, 1 cm is not exactly 0.3937 inches, it is only an approximation.
So if 1 inch is equal 2.54 centimeters, what is bigger 2.54 cm or 1 cm? Of course 2.54 cm! What does it mean? It means that 1 inch is bigger that 1 centimeter.
You know the answer to the main question of this article, that is, what is bigger 1 inch or 1 cm. Are you wondering when you can use this information?
You can, for instance, compare two numbers in different units – one given in inches and one given in centimeters – and check without calculations which one is bigger.
For instance, which one is bigger 20 inches or 20 centimeters? If 1 inch is bigger than 1 centimeter, 20 inches are bigger than 20 centimeters.
It works with other pairs of number too, for instance, 30 inches and 30 centimeters or 40 inches and 40 centimeters.
You also know how many cm in an inch and how many inches in cm, so you can make conversions using cm to inch conversion factor or inch to cm conversion factor.
To make a conversion from inches to centimeters you only need to multiply number of inches by 2.54. On the other hand, to make a conversion from centimeters to inches you have to multiply number of centimeters by 0.3937.
So as you can see, it is good to know which unit is bigger and how to convert one unit into another. It can be useful not only in math but also in everyday life.