'Convert binary' diaporamas de présentation

Number systems

Number systems. Converting numbers between binary, octal, decimal, hexadecimal (the easy way). Small numbers are easy to convert. But it helps to have a system for converting larger numbers to avoid errors. 12 10 = C 16. 5 10 -> 101 2. 1100 2 = 12 10. DEMONSTRATE.

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DKT 122/3 DIGITAL SYSTEM 1

DKT 122/3 DIGITAL SYSTEM 1. WEEK #3 NUMBER SYSTEMS, OPERATION & CODES (PART 2). Signed Numbers. Arithmetic Operations - Addition. Add the 2 signed numbers and discard any final carry bit. Example: 11111011 + 11110111 11111011 + 11110111 1 11110010. Discard carry bit.

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Binary Arithmetic

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By..Ms.Patsara Aroonmeesri

Base Numeral. For M.1. By..Ms.Patsara Aroonmeesri. Kumphawapi School. Alternative names for some of the numbers are. base 2 = binary base 3 = ternary base 4 = quarternary base 5 = quinary(hand) base 6 = senary base 7 = septenary. base 8 = octal base 9 = nonary

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3 Computing System Fundamentals

3 Computing System Fundamentals. 3.5 Data Representation. 3.5.2 Number Systems. Commonly used systems. Decimal: base 10 Binary: base 2 Hexadecimal : base 16 Octal: base 8. Hexadecimal. In hex , we must invent some more digits to count above ten. 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, then

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DATA REPRESENTATION

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