number system cs

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128 Terms

1
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decimal
od
2
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Which sorting algorithm divides the array into sorted and unsorted sublists?
Selection
3
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binary
ob
4
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hex
ox
5
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subscript for decimal
10
6
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subscrit for binary
2
7
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subcript for hex
16
8
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decimal 0 to binary
0000
9
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deciamal 0 to hex
0
10
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deciamal 1 to binary
0001
11
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deciamal 1 to hex
1
12
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deciamal 2 to binary
0010
13
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deciamal 2 to hex
2
14
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decimal 3 to binary
0011
15
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deciamal  3 to hex
3
16
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decimal 4 to binary
0100
17
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deciamal 4 to hex
4
18
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deciamal 5 to binary
0101
19
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deciamal  5 to hex
5
20
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decimal 6 to binary
0110
21
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deciamal 6 to hex
6
22
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deciamal 7 to binary
0111
23
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deciamal 7 to hex
7
24
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deciamal 8 to binary
1000
25
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deciamal  8 to hex
8
26
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deciamal 9 to binary
1001
27
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deciamal 9 to hex
9
28
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deciamal 10 to binary
1010
29
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deciamal 10 to hex
A
30
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deciamal 11 to binary
1011
31
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deciamal 11 to hex
**B**
32
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decimal 12 to binary
1100
33
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deciamal 12 to hex
C
34
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deciamal 13 to binary
1101
35
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deciamal 13 to hex
D
36
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deciamal 14 to binary
1110
37
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deciamal 14 to hex
E
38
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deciamal 15 to binary
1111
39
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deciamal 15 to hex
F
40
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0xA5 to decimal
165
41
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0x1C to decimal
28
42
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ob0001_1001 to decimal
25
43
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ob0000_1111 to decimal
15
44
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124 to hex
0x7C
45
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255 to hex
0xFF
46
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42 to hex
0x2A
47
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1000 to hex
0x8
48
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42 to binary
101010
49
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10 to binary
1010
50
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512 to binary
1000000000
51
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100110 to decimal
38
52
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11011 to decimal
27
53
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101100 to decimal
44
54
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11101 to decimal
29
55
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10111 to decimal
23
56
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10010 to decimal
18
57
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26 to hex
1A
58
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33 to binary
100001
59
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48 to binary
110000
60
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101010 to hex
2A
61
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11010101 to hex
D5
62
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00101011 to hex
2B
63
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010111 to hex
53
64
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101101011 to hex
B51
65
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0111011 to hex
0x3D1
66
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0x2C1 to decimal
705
67
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4F to decimal
79
68
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1B8 to decimal
440
69
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4C9 to decimal
1225
70
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1E8 to decimal
488
71
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7A2 to binary
0111 1010 0010
72
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6C4 to binary
0110 1100 0100
73
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1A4 to binary
0001 1010 0100
74
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2C7 to binary
0010 1100 0111
75
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8D5 to binary
1000 1101 0101
76
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4E7 to binary
0100 1110 0111
77
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0110_0110 & 0100_0100
0100_0100
78
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1101 & 1011
1001
79
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1100_1100 & 0011_0011
0000_0000
80
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1111_0000 & 1010_1010
1010_0000
81
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0110_0110 | 0100_0101
0110_0111
82
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1101 | 1010
1111
83
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1001 | 0110
1111
84
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0010 | 0100
0110
85
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1010_1010 | 1100_1100
1110_1110
86
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0110_0110 | 1011_1011
1111_1111
87
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\~0110
1001
88
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\~0110_0110
1001_1001
89
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\~1110_0011
0001_1100
90
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\~0101_1000
1010_0111
91
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0110_0110 ^ 0100_0101
0010_0011
92
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1010_1010 ^ 1100_1100
0110_0110
93
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0110_0110 ^ 1011_1011
1101_1101
94
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1111_0000 ^ 0000_1111
1111_1111
95
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<<
left
96
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(>>)
right
97
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(>>)
/
98
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<<
\*
99
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12 << 2
48
100
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7 << 3
56