number system cs

decimal

decimal

od

Which sorting algorithm divides the array into sorted and unsorted sublists?

Selection

binary

ob

hex

ox

subscript for decimal

10

subscrit for binary

2

subcript for hex

16

decimal 0 to binary

0000

deciamal 0 to hex

0

deciamal 1 to binary

0001

deciamal 1 to hex

1

deciamal 2 to binary

0010

deciamal 2 to hex

2

decimal 3 to binary

0011

deciamal  3 to hex

3

decimal 4 to binary

0100

deciamal 4 to hex

4

deciamal 5 to binary

0101

deciamal  5 to hex

5

decimal 6 to binary

0110

deciamal 6 to hex

6

deciamal 7 to binary

0111

deciamal 7 to hex

7

deciamal 8 to binary

1000

deciamal  8 to hex

8

deciamal 9 to binary

1001

deciamal 9 to hex

9

deciamal 10 to binary

1010

deciamal 10 to hex

A

deciamal 11 to binary

1011

deciamal 11 to hex

B

decimal 12 to binary

1100

deciamal 12 to hex

C

deciamal 13 to binary

1101

deciamal 13 to hex

D

deciamal 14 to binary

1110

deciamal 14 to hex

E

deciamal 15 to binary

1111

deciamal 15 to hex

F

0xA5 to decimal

165

0x1C to decimal

28

ob0001_1001 to decimal

25

ob0000_1111 to decimal

15

124 to hex

0x7C

255 to hex

0xFF

42 to hex

0x2A

1000 to hex

0x8

42 to binary

101010

10 to binary

1010

512 to binary

1000000000

100110 to decimal

38

11011 to decimal

27

101100 to decimal

44

11101 to decimal

29

10111 to decimal

23

10010 to decimal

18

26 to hex

1A

33 to binary

100001

48 to binary

110000

101010 to hex

2A

11010101 to hex

D5

00101011 to hex

2B

010111 to hex

53

101101011 to hex

B51

0111011 to hex

0x3D1

0x2C1 to decimal

705

4F to decimal

79

1B8 to decimal

440

4C9 to decimal

1225

1E8 to decimal

488

7A2 to binary

0111 1010 0010

6C4 to binary

0110 1100 0100

1A4 to binary

0001 1010 0100

2C7 to binary

0010 1100 0111

8D5 to binary

1000 1101 0101

4E7 to binary

0100 1110 0111

0110_0110 & 0100_0100

0100_0100

1101 & 1011

1001

1100_1100 & 0011_0011

0000_0000

1111_0000 & 1010_1010

1010_0000

0110_0110 | 0100_0101

0110_0111

1101 | 1010

1111

1001 | 0110

1111

0010 | 0100

0110

1010_1010 | 1100_1100

1110_1110

0110_0110 | 1011_1011

1111_1111

~0110

1001

~0110_0110

1001_1001

~1110_0011

0001_1100

~0101_1000

1010_0111

0110_0110 ^ 0100_0101

0010_0011

1010_1010 ^ 1100_1100

0110_0110

0110_0110 ^ 1011_1011

1101_1101

1111_0000 ^ 0000_1111

1111_1111

<<

left

(>>)

right

(>>)

/

<<

*

12 << 2

48

7 << 3

56