3:28 PM Sat 2 Apr 51% Done Floyd - Digital Fundamentals 9e (1 of 24) Open in Books R SYSTEMS, OPERATIONS, AND CODES 25. Determine the decimal value of each signed binary number in the l's complement form: (a) 10011001 (b) 01110100 (c) 10111111 26. Determine the decimal value of each signed binary number in the 2's complement form: (a) 10011001 (b) 01110100 (c) 10111111 27. Express each of the following sign-magnitude binary numbers in single-precision floating- point format: (a) 0111110000101011 (b) 100110000011000 28. Determine the values of the following single-precision floating-point numbers: (a) 1 10000001 01001001110001000000000 (b) 0 11001100 10000111110100100000000 CTION 2-7 Arithmetic Operations with Signed Numbers 29. Convert each pair of decimal numbers to binary and add using the 2's complement form: (c) –46 and 25 30. Perform each addition in the 2's complement form: (a) 33 and 15 (b) 56 and –27 (d) -110 and -84 (a) 00010110 + 00110011 (b) 01110000 + 10101111 31. Perform each addition in the 2's complement form: (a) 10001100 + 00111001 (b) 11011001 + 11100111 32. Perform each subtraction in the 2's complement form: (a) 00110011 – 00010000 (b) 01100101 - 11101000 33. Multiply 01101010 by 11110001 in the 2’s complement form. 34. Divide 01000100 by 00011001 in the 2's complement form. CTION 2-8 Hexadecimal Numbers 3:28 PM Sat 2 Apr 51% Done Floyd - Digital Fundamentals 9e (1 of 24) Open in Books SECTION 2-8 Hexadecimal Numbers 35. Convert each hexadecimal number to binary: (a) 3816 (b) 5916 (c) A1416 (d) 5C816 (e) 410016 (f) FB17,6 (g) 8A9D16 36. Convert each binary number to hexadecimal: (а) 1110 (b) 10 (c) 10111 (d) 10100110 (e) 1111110000 (f) 100110000010 37. Convert each hexadecimal number to decimal: (а) 2316 (b) 9216 (c) 1A16 (d) 8D16 (e) F316 (f) EB16 (g) 5C216 (h) 70016 38. Convert each decimal number to hexadecimal: (a) 8 (b) 14 (с) 33 (d) 52 (e) 284 (f) 2890 (g) 4019 (h) 6500 39. Perform the following additions: (a) 3716 + 2916 (b) A016 + 6B16 (c) FF16 + BB16 40. Perform the following subtractions: (a) 5116 – 4016 (b) C816 – 3A16 (c) FD16 – 8816 SECTION 2-9 Octal Numbers 41. Convert each octal number to decimal: (а) 12s (b) 27g (c) 568 (d) 645 (e) 103g (f) 557g (g) 163g (h) 10248 (i) 77658 42. Convert each decimal number to octal by repeated division by 8: (а) 15 (b) 27 (c) 46 (d) 70 (е) 100 (f) 142 (g) 219 (h) 435

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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3:28 PM Sat 2 Apr
51%
Done
Floyd - Digital Fundamentals 9e (1 of 24)
Open in Books
R SYSTEMS, OPERATIONS, AND CODES
25. Determine the decimal value of each signed binary number in the l's complement form:
(a) 10011001
(b) 01110100
(c) 10111111
26. Determine the decimal value of each signed binary number in the 2's complement form:
(a) 10011001
(b) 01110100
(c) 10111111
27. Express each of the following sign-magnitude binary numbers in single-precision floating-
point format:
(a) 0111110000101011
(b) 100110000011000
28. Determine the values of the following single-precision floating-point numbers:
(a) 1 10000001 01001001110001000000000
(b) 0 11001100 10000111110100100000000
CTION 2-7
Arithmetic Operations with Signed Numbers
29. Convert each pair of decimal numbers to binary and add using the 2's complement form:
(c) –46 and 25
30. Perform each addition in the 2's complement form:
(a) 33 and 15
(b) 56 and –27
(d) -110 and -84
(a) 00010110 + 00110011
(b) 01110000 + 10101111
31. Perform each addition in the 2's complement form:
(a) 10001100 + 00111001
(b) 11011001 + 11100111
32. Perform each subtraction in the 2's complement form:
(a) 00110011 – 00010000
(b) 01100101 - 11101000
33. Multiply 01101010 by 11110001 in the 2’s complement form.
34. Divide 01000100 by 00011001 in the 2's complement form.
CTION 2-8
Hexadecimal Numbers
Transcribed Image Text:3:28 PM Sat 2 Apr 51% Done Floyd - Digital Fundamentals 9e (1 of 24) Open in Books R SYSTEMS, OPERATIONS, AND CODES 25. Determine the decimal value of each signed binary number in the l's complement form: (a) 10011001 (b) 01110100 (c) 10111111 26. Determine the decimal value of each signed binary number in the 2's complement form: (a) 10011001 (b) 01110100 (c) 10111111 27. Express each of the following sign-magnitude binary numbers in single-precision floating- point format: (a) 0111110000101011 (b) 100110000011000 28. Determine the values of the following single-precision floating-point numbers: (a) 1 10000001 01001001110001000000000 (b) 0 11001100 10000111110100100000000 CTION 2-7 Arithmetic Operations with Signed Numbers 29. Convert each pair of decimal numbers to binary and add using the 2's complement form: (c) –46 and 25 30. Perform each addition in the 2's complement form: (a) 33 and 15 (b) 56 and –27 (d) -110 and -84 (a) 00010110 + 00110011 (b) 01110000 + 10101111 31. Perform each addition in the 2's complement form: (a) 10001100 + 00111001 (b) 11011001 + 11100111 32. Perform each subtraction in the 2's complement form: (a) 00110011 – 00010000 (b) 01100101 - 11101000 33. Multiply 01101010 by 11110001 in the 2’s complement form. 34. Divide 01000100 by 00011001 in the 2's complement form. CTION 2-8 Hexadecimal Numbers
3:28 PM Sat 2 Apr
51%
Done
Floyd - Digital Fundamentals 9e (1 of 24)
Open in Books
SECTION 2-8
Hexadecimal Numbers
35. Convert each hexadecimal number to binary:
(a) 3816
(b) 5916
(c) A1416
(d) 5C816
(e) 410016
(f) FB17,6
(g) 8A9D16
36. Convert each binary number to hexadecimal:
(а) 1110
(b) 10
(c) 10111
(d) 10100110
(e) 1111110000
(f) 100110000010
37. Convert each hexadecimal number to decimal:
(а) 2316
(b) 9216
(c) 1A16
(d) 8D16
(e) F316
(f) EB16
(g) 5C216
(h) 70016
38. Convert each decimal number to hexadecimal:
(a) 8
(b) 14
(с) 33
(d) 52
(e) 284
(f) 2890
(g) 4019
(h) 6500
39. Perform the following additions:
(a) 3716 + 2916
(b) A016 + 6B16
(c) FF16 + BB16
40. Perform the following subtractions:
(a) 5116 – 4016
(b) C816 – 3A16
(c) FD16 – 8816
SECTION 2-9
Octal Numbers
41. Convert each octal number to decimal:
(а) 12s
(b) 27g
(c) 568
(d) 645
(e) 103g
(f) 557g
(g) 163g
(h) 10248
(i) 77658
42. Convert each decimal number to octal by repeated division by 8:
(а) 15
(b) 27
(c) 46
(d) 70
(е) 100
(f) 142
(g) 219
(h) 435
Transcribed Image Text:3:28 PM Sat 2 Apr 51% Done Floyd - Digital Fundamentals 9e (1 of 24) Open in Books SECTION 2-8 Hexadecimal Numbers 35. Convert each hexadecimal number to binary: (a) 3816 (b) 5916 (c) A1416 (d) 5C816 (e) 410016 (f) FB17,6 (g) 8A9D16 36. Convert each binary number to hexadecimal: (а) 1110 (b) 10 (c) 10111 (d) 10100110 (e) 1111110000 (f) 100110000010 37. Convert each hexadecimal number to decimal: (а) 2316 (b) 9216 (c) 1A16 (d) 8D16 (e) F316 (f) EB16 (g) 5C216 (h) 70016 38. Convert each decimal number to hexadecimal: (a) 8 (b) 14 (с) 33 (d) 52 (e) 284 (f) 2890 (g) 4019 (h) 6500 39. Perform the following additions: (a) 3716 + 2916 (b) A016 + 6B16 (c) FF16 + BB16 40. Perform the following subtractions: (a) 5116 – 4016 (b) C816 – 3A16 (c) FD16 – 8816 SECTION 2-9 Octal Numbers 41. Convert each octal number to decimal: (а) 12s (b) 27g (c) 568 (d) 645 (e) 103g (f) 557g (g) 163g (h) 10248 (i) 77658 42. Convert each decimal number to octal by repeated division by 8: (а) 15 (b) 27 (c) 46 (d) 70 (е) 100 (f) 142 (g) 219 (h) 435
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