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When dealing with base 16 (a/k/a "hexidecimal"), when counting upwards, when a digit goes to 16 it creates a new digit to the left.

Examples of base 16 usage:

08

09

0A

0B

0C

0D

0E

0F

10

or

0FC

0FD

0FE

0FF

100

Base 10 means that when counting upwards, when a digit goes to ten it creates a new digit to the left.

Examples of base 10 usage:

08

09

10

or

098

099

100

If you were dealing with base 2 (a/k/a "binary"), when counting upwards, when a digit goes to 2 it creates a new digit to the left.

Examples of base 2 usage:

00

01

10

or

010

011

100

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To convert the hexadecimal number 22 (base 16) to decimal (base 10), you can break it down as follows: 2 in the 16's place and 2 in the 1's place. This gives you (2 \times 16^1 + 2 \times 16^0 = 32 + 2 = 34). Therefore, 22 in base 16 is equal to 34 in base 10.


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What is the base of hexadecimal?

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