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πŸ‘Œ HTML & CSS
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πŸ‘ŒAll About Coding
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▢️ decimal to binary conversion
πŸ“ŒExample @Computer_science_course
Octal Number System

Z = {0,1,2,3,4,5,6,7};
Base = 8

πŸ“Œ Each position to the left of a digit increases by a power of 8.

πŸ“Œ Each position to the right of a digit decreases by a power of 8.

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Hexadecimal Number System

Z = (0,1,2,3,4,5,6,7,8,9, A, B, C, D, E, F};
Base = 16

πŸ“Œ Each position to the left of a digit increases by a power of 16.

πŸ“Œ Each position to the right of a digit decreases by a power of 16.

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▢️ Computer Number system summary

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▢️ Octal to binary conversion
πŸ“ŒExample @Computer_science_course
▢️ Binary to octal conversion
πŸ“ŒExample @Computer_science_course
▢️ Hexadecimal to binary conversion
πŸ“ŒExample @Computer_science_course
▢️ Binary to hexadecimal conversion
πŸ“ŒExample @Computer_science_course
Converting binary fractions to rational numbers (decimal fractions)

πŸ“Œ To convert binary fractions to their decimal equivalents, all we have to do is multiply each bit with its power of 2 position.

πŸ’Ž Note: To convert octal and hexadecimal fractions to their decimal equivalents we follow the same steps
we used above except we change the multiplier(Base) to 8 and 16 respectively.

Converting rational numbers to Baes B fractions

πŸ’ŽTo convert rational numbers to their Base B fraction equivalent we will follow the following steps.

Step 1: Multiply the number after decimal point by B

Step 2: Take number before the decimal point from the result.

Step 3: repeat steps 1 and 2 until there is no decimal point to multiply

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