Binary Conversion Practice! ! ! ! Convert these binary numbers to ...
[Pages:5]Binary Conversion Practice!
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!
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Convert these binary numbers to decimal:
1
10
11
100
101
1000
1011
1100
10101
11111
Convert these decimal numbers to binary:
1
2
3
8
9
10
15
16
17
18
Binary Places: 32, 16, 8, 4, 2, 1
Answer Key
1
1
2
10
3
11
4
1000
5
1001
8
1010
11
1111
12
10000
21
10001
31
10010
Binary Addition Practice
Place-by-place rules
When carry from right is 0! !
!
!
!! !! Carry! Sum! !
0! 1! 0! 1! ! +0! +0! +1! +1! ! 0! 0! 0! 1 ! !
0! 1! 1! 0! !
When carry from right is 1
0! 1! 0! 1 +0! +0! +1! +1 0! 1! 1! 1
1! 0! 0! 1
Add these binary numbers:
1! ! 01! ! 10! ! 1! ! 10! ! 10! !
11! ! 01! !
11! ! 11! !
100 101
1001! ! 1100! ! 1000! ! 10101 0111! ! 0101! ! 0011! ! 01111
Answer Key
10 11 100 100 110 1001 10000 10001 1011 100100
Binary Subtraction Practice
Subtract these binary numbers (rewrite each problem, changing the subtrahend using two's complement and then do the addition):
1! ! 11!! 10!! 11!! 11!! 110 -1! ! -01!! -01!! -10!! -11!! -101
1001! ! 1100! ! 1000! ! 10101 -0111! ! -0101! ! -0011! ! -01111
Answer Key
0
10
1
1
0
1
10
111
101
110
Two's Complement Practice Convert these values to signed magnitude decimal. Each is 8 bits long, in two's complement form (complement negative values before conversion).
01001111
11100011
00111101
10001010
Hexadecimal Conversion Practice
Rewrite each of these 32-bit numbers in base 16 (group in 4-bit segments, convert each
to hexadecimal)
0000 = 0
0001 = 1
00111010111101111101000001001110
0010 = 2 0011 = 3
0100 = 4
0101 = 5
0110 = 6
10110110110001011001100000100001
0111 = 7 1000 = 8
1001 = 9
1010 = A
1011 = B
1100 = C
1101 = D
1110 = E
Answer Key
1111 = F
1+2+4+8+64 = 79 00011101 = 1+4+8+16 = -29 1+4+8+16+32 = 61 01110110 = 2+4+16+32+64 = -118
3AF7D04E B6C59821
Binary Multiplication Practice Multiply these binary numbers:
1! ! 11!! 10!! 11!! 110! 110 x1! ! x10!! x01!! x11!! x011! x101
1001! ! 1100! ! 1000! ! 1111 x0111! ! x0101! ! x1011! ! x1111
Answer Key
1
110
10
1001 10010
111111 111100 1011000 11100001
11110
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