Decimal to Octal Conversion by using this Converter

 

How to use this converter?

To use this converter, follow the below steps:

  1. Enter the decimal number in the above input box.
  2. Click the Convert button.

The converter will perform the octal conversion of the given decimal digits and shows the accurate octal numbers in no time.

It further shows the hexadecimal numbers of the converted numbers at one click.

https://www.utilities-online.info/decimal-to-octal

What is Decimal Number System?

The decimal system is the base-10 number system also known as the Hindu-Arabic numeral system.
It uses the number ten as its base therefore, it has 10 numbers including (0,1,2,3,4,5,6,7,8,9).

This number system requires a decimal point “.” to represent fractional values.

In the base-10 system, the number 243 represents the sum of:

(2×10)2 + (4×10)1 + (2×10)0

What is Octal Number System?

The octal number system uses the number 8 as its base. This means that the octal system uses the eight digits from numbers (0 to 7).

This number system helps to count binary digits in three groups and every octal digit represents three binary digits.

Here, every group has some specific values between 000 (0) and 111 (7).

How to convert decimal to octal?

You can convert decimal to octal with different methods either direct, direct or by using our converter.
To convert it manually, let's have a look at the below example:

Convert 82 into Octal Number System

Step 1: Convert the given number into either binary or hexadecimal form.

Binary Conversion:

(1011000)2 Binary Conversion

Step 2: Convert every group of three binary digits from the least significant binary number. 

(001 011 000)2

Step 3: Perform the calculations.

(001 011 000)2

(0×22 + 0×21 + 1×20) (0×22 + 1×21 + 1×20) (0×22 + 0×21 + 0×20)

(0+0+1)(0+2+1)(0+0+0)

(130)8

The octal result of octal decimal number 82 is (130)8.

Decimal to Hexadecimal Conversion

Step 1: To convert the given number into the hexadecimal system, first, convert it into the binary system:

(1011000)2 Binary Conversion

Step 2: Convert each number of the converted number into the four bit of binary numbers.
(0101 1000)2

Step 3: Perform the calculations.

(0×23 + 1×22 + 0×21 + 1×20) (1×23 + 0×22 + 0×21 + 1×20)

(0+4+0+1)(8+0+0+0)

(58)16

The hexadecimal numbers of this decimal number 88 are (58)16.

You can also use hexadecimal to octal converter to convert hex numbers into the octal number system without any hurdle.

Decimal to Octal Conversion by using this Converter

Performing manual calculations takes a lot of time; you can easily convert the decimal digits into an octal number system simply by using our converter.

All you need to do is to enter the decimal values in the above input box and hit the convert button.
Our decimal to octal converter will convert the decimal numbers into octal and hexadecimal number
systems just within a single click.

Example:

If you enter the decimal number 88 into the input box of the converter, the output will be:

Octal Numbers: 130

Hexadecimal Numbers: 58
 
You can also clear all the input and output data simply by clicking the Reset button

Comments

Post a Comment

Popular posts from this blog

Best Way to Read - Intellexer Summarizer Tools

  If you ask a copywriter what the format of a text should be to make it legible and attractive, the answer will be: as accurate as possible! It is a proven fact that the reader mainly reads catchy headlines, instruction lists or the first two paragraphs and does not always go through the entire article. Today, the Internet abounds with voluminous texts and pages full of words. Only a small percentage of the audience reads the articles cover to cover for reasons of entertainment, intellectual curiosity or anything that requires going into detail. It's perfect enough if the article is professionally written without being off-topic, however, not all articles are ideal. Most simply look at the text to find the answers to the questions. To meet the information needs of all types of readers, Effective Soft offers a powerful Intellexer Summarizer solution. This is a linguistic tool that extracts the most essential ideas from the text and makes a short but substantial summary. Obviously, ...
Read more

Elastic Potential Energy - Stretching of a spring

What is energy with elastic potential? Elastic potential energy is the energy stored in compressed or stretched objects, elastic potential energy is used in calculations of mechanical equilibrium. The energy accumulated as a result of applying a force to bend the elastic material is elastic potential energy.  https://www.meracalculator.com/physics/classical/elastic-potential-energy.php Until the force is extracted, the energy is retained and the object springs back to its original form, doing work in the process. Compressing, bending or rotating the material could be involved in the deformation. For example, several objects are explicitly designed to store elastic potential energy, such as: A wind-up clock's coil spring The extended bow of an archer Right before the diver’s leap, a bent diving board   The twisted band of rubber powering a plastic airplane   A bouncy ball, compressed off a brick wall at the time it bounces.   There would usually be a high elastic limi...
Read more

How to Use the LCM Calculator?

LCM Calculator is an unfastened on-line device that shows the LCM of numbers. BYJU’S on-line LCM calculator device makes the calculation faster, and it shows the LCM of numbers in a fragment of seconds. How to Use the LCM Calculator? The technique to apply the LCM calculator is as follows: Step 1: Enter the numbers withinside the respective enter field Step 2: Now click on the button “Solve” to get the solution Step three: Finally, the LCM of numbers might be displayed withinside the output field https://www.lcm-calculator.com/ What is Meant via way of means of the LCM? In Mathematics, the Least Common Multiple, abbreviated as LCM, is a technique used to decide the smallest more than one this is not unusualplace for the given tremendous integers.  For instance, the LCM of four, 6 is calculated as follows: Multiples of four: four, 8, 12, 16, 20, 24, … Multiples of 6: 6, 12, 18, 24, 30, 36, …. From the multiples of four and six, the least, not unusualplace more than on...
Read more