Octal to Decimal Conversion Video Lecture | Digital Electronics - Electrical Engineering (EE)

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FAQs on Octal to Decimal Conversion Video Lecture - Digital Electronics - Electrical Engineering (EE)

1. What is octal number system?
Ans. The octal number system is a base-8 number system that uses digits ranging from 0 to 7. It is often used in computer programming and mathematics, as it provides a convenient representation of binary numbers.
2. How do you convert octal to decimal?
Ans. To convert an octal number to decimal, you need to multiply each digit of the octal number by the corresponding power of 8 and add them together. For example, to convert the octal number 64 to decimal, you would calculate (6 * 8^1) + (4 * 8^0) = 52.
3. Can you give an example of octal to decimal conversion?
Ans. Sure! Let's convert the octal number 235 to decimal. We calculate (2 * 8^2) + (3 * 8^1) + (5 * 8^0) = 157 in decimal.
4. What is the significance of octal to decimal conversion?
Ans. Octal to decimal conversion is useful in various fields, especially in computer programming and digital electronics. It allows for easier representation and manipulation of binary numbers, as octal is a more compact and readable format compared to binary.
5. Are there any online tools available for octal to decimal conversion?
Ans. Yes, there are several online tools and converters available that can quickly and accurately convert octal numbers to decimal. These tools can be found with a simple search and can be useful for individuals who need to perform frequent octal to decimal conversions.
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