1-1-3. Digital Value: Notation Method of Data

Data notation of binary numbers  and hexadecimal numbers
Data notation of binary numbers and hexadecimal numbers

The table on the right is a comparison table of decimal numbers, binary numbers, and hexadecimal numbers.

For example, the decimal number 8 can be represented by 1 digit, but the binary number must be represented by 4 digits.
256 requires 3 digits in the decimal number, and 9 digits in the binary number.

Therefore, we utilize the hexadecimal number to make it easier to handle the binary number.
It is easy to handle because the 4 digits of the binary number can be collectively represented as 1 digit in the hexadecimal number.

Chapter 1 Basics of Digital Circuits

1-1. Digital Value
1-1-1. Digital Value: Binary and Decimal
1-1-2. Digital Value: Units of Binary Data
1-1-4. Digital Value: Conversion Method of the Data
1-2. Logic Circuit
1-2-1. Logic Circuit: AND Circuit
1-2-2. Logic Circuit: OR Circuit
1-2-3. Logic Circuit: NOT Circuit
1-2-4. Logic Circuit: Exclusive OR (XOR) Circuit
1-2-5. Logic Circuit: 3 State Buffer (1)
1-2-6. Logic Circuit: 3 State Buffer (2)
1-2-7. Logic Circuit: Application Example of Logic Circuits
1-2-8. Logic Circuit: RS flip-flop Circuit
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