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In this post, we will be learning how to convert octal to hexadecimal and hexadecimal to octal numbers. Following is the technique for these conversions. Technique Octal to Hexadecimal Conversion 10768 = ?16 Hexadecimal to Octal Conversion 1F0C16 = ?8 For a detailed explanation, watch the following lecture video. Previous Table…
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Integrated circuits (ICs) have revolutionized the world of electronics by enabling the creation of highly complex and compact devices. Two common types of ICs are system-on-chip (SoC) and test chip. While both types of ICs have a similar design, their purpose and applications are vastly different. System-on-Chip (SoC) A System-on-Chip (SoC) is a type of…
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We have already seen octal to binary and hexadecimal to binary conversion in an earlier article. In this post, we will be learning how to convert binary to octal and binary to hexadecimal numbers. Following is the technique for these conversions. Technique Binary to Octal Conversion Example: 10110101112 = ?8 Binary to Hexadecimal Conversion Example:…
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Octal to binary and hexadecimal to binary conversions are important concepts with regard to digital electronics and digital computers. Following is the technique for these conversions. Technique Octal to Binary Conversion Example: 7058 = ?2 Hexadecimal to Binary Conversion Example: 10AF16 = ?2 For a detailed explanation, watch the following lecture video. Previous …
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The following technique is used to convert a decimal number to any number system. Technique Decimal to Binary Conversion Example: 12510 = ?2 Decimal to Octal & Decimal to Hexadecimal Conversion Example: 123410 = ?8 Example: 123410 = ?16 For a detailed explanation, watch the following lecture video. Previous Table of…
The following technique is used to convert any number system to its equivalent decimal number. Technique Examples 1010112 = 1×25 + 0x24 + 1×23 + 0x22 + 1×21 + 1×20 = 32 + 0 + 8 + 0 + 2 + 1 = 4310 7248 = 7×82 + 2×81 + 4×80 = 7×64 + 2×8…
It is important to learn the techniques of converting one number system to another while studying digital electronics or digital computers. This is because, in our day-to-day life we use decimal number systems, while computers use either binary or hexadecimal number systems. In the last lecture articles, we learned about the representation of different number…
The traditional number systems that we learned in school and use every day (decimal, binary, hexadecimal, octal etc.) are positional number systems. In such a system, a number is represented by a string of digits where each digit position has an associated weight. The value of a number is a weighted sum of the digits….
The number of independent digits used in the number system is known as Radix or Base of the number system. Few Relevant Questions and Answers Question: How many digits are there in the base/radix 9 number system?Answer: There are 9 digits in the base/radix 9 number system.Question: What is the largest digit in the base/radix…
In this article, we will discuss the representation of the following number systems Radix or Base of a Number System The number of independent digits used in the number system is known as Radix or Base of the number system. Positional or Weighted Number System The traditional number systems that we learned in school and…