What is Decimal Number System?

Any number with a decimal point in between the full amount and the fractional portion is said to be decimal. These two components of the decimal are separated by the point. It is known as a decimal point as a result. The figures following the decimal point always remain less than one.

Numerals in Decimal Number System

There are 10 numerals in decimal number system as it has base of 10. These numerals are:

Parts of Decimal Numbers

For any number in the decimal system, there are two components i.e., Whole Part and Decimal Part.

• Whole Number Part: The component of the whole number is made up of the digits to the left of the decimal point. The locations start with ones, then go through ones, tens, hundreds, thousands, and furthermore.
• Decimal Part: The decimal point and the digits to its right make up the fractional component of the decimal part, which is why it is never greater than 1. Tenths are used as the starting point, followed by hundredths, thousandths, and so forth.

Example of Decimal Numbers

The decimal numbers are 13.168 and 4.681 where 13 and 4 are whole numbers, whereas 168 and 681 are decimal points. The decimal number’s fractional component is less than 1. Some other examples are:

• 12
• 345
• 6.75 (Decimal Fractions)
• -123 (Negative Decimal Number)
• 1000 (Large Positive Decimal Number)

“Hex to Decimal” is an article on the concept of converting numerals from one number system to another, specifically from the Hexadecimal Number System to the Decimal Number System. As we know, a number system is used to represent and categorize numbers based on their base numbers, which is a fundamental concept in mathematics.

When converting from hexadecimal to decimal, it is important to keep consideration for both number system’s base. The hexadecimal numeral system, usually known as base-16 or just “hex,” is a system of positional digits that uses the base of 16 to represent numbers in mathematics and computing. Hexadecimal employs sixteen different symbols as opposed to the decimal system’s ten, which are “0” through “9” for 0 to 9 and “A” through “F” for ten to fifteen.

This article provides a well-rounded description of the Hexadecimal Number System, the Decimal Number System, and how to convert hexadecimal numerals into decimal numerals.