16 bit binary to decimal
[DOC File]Chapter 0
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Base-2 Base-16 Base-10 11010 10000 11110 101010 1111 Base-16 Base-2 Base-10 3BC 10A 20 FFF FA BAD Give the highest single digit for each of the number systems: decimal, binary, and hex.
[DOC File]Homework #1
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What is the 16-bit hexadecimal representation of each signed decimal integer?-32 => FFE0. abs -32 = 32, convert to hex (repeated division) Division Quotient Remainder 32/16 2 0 (LSB) 2/16 0 2 0020 apply 2’s complement because number was negative . hex subtraction (F) => FFDF. add 1 => FFE0-60 => FFC4. abs -60 = 60,
[DOC File]Internal Storage Representation of Primitive Types
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The internal representation of a Java character is a 16-bit binary string. A straightforward conversion to the decimal number system gives the decimal numeric value associated with a particular Unicode character. Figure 4 shows a few characters from the Unicode character set and their decimal …
[DOC File]Number Systems - Binary and Hexadecimal Systems
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Conversion of decimal to hex (base 10 to base 16) Example: convert (77)10 to hex. 77 ( 16 = 4 remainder is D. 4 ( 16 = 0 remainder is 4. Note: the answer is read from bottom to top as (4D)16, the same as with the binary case. Decimal Binary Octal Hexadecimal
[DOC File]1 - UAH - Engineering
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Consider the following 16-bit hexadecimal numbers (second column). Each of these values can be interpreted as an unsigned 16-bit integer, a signed 16-bit integer represented in 2’s complement, or as a sign-and-magnitude integer. Provide the decimal value for each number and interpretation. Show your work as illustrated in (a).
[DOC File]Lecture 3 worksheet
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What is the range of an unsigned 16-bit decimal fixed-point system with =0.01? Question 3. What is the range of a signed 8-bit binary fixed-point system with =2-2? Question 4. If range is defined as (max-min) and precision is in bits, what equation related range, precision, and resolution? Question 5.
Bits and Bytes
The letter A is the symbol used for 10, B for 11, C for 12, D for 13, E for 14 and F for 15. Just as for the decimal and binary systems, the position of a digit in a number indicates its value, which now will be a power of 16, the base. For example the number 3B9. 16 = 3 ∙ 162 + 11 ∙ 161 + 9 ∙ 160 = 953.
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