We can convert hexadecimal to decimal by simply representing the given each digit of the given Hexadecimal number as sum of powers of 16, since for hexadecimal number system 16 is the base or radix. Here we first convert each individual hexadecimal digit separately and then add it together to get the final decimal equivalent. Detailed steps explaining the process of converting Hexadecimal to decimal, with illustrated examples of hexadecimal to decimal conversions.
In the previous posts, we have discussed the representation of numbers in different number systems. We have also solved example problems step by step and tried some shortcuts as well. Here we will briefly discuss number system conversion. In other words, we would see how we can represent a given number in another number system without any change in value.
Convert decimal to binary using successive division method by following the steps below as illustrated in Example 1.
Decimal to octal conversion can be performed using multiple methods. Some methods are more widely used than the others.
In earlier post, we have seen the procedure for converting a given decimal number to its equivalent binary number.
In this post, we will go through the detailed steps for converting a given number from decimal to hexadecimal. Here we will only concentrate on conversion of integer decimal number and steps to convert fractional decimal to hexadecimal will be discussed in a separate post.
In this post, we will learn the method used to convert a given integer octal to binary number