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WorksheetsAddition, Subtraction and Multiplication of Binary Numbers
Total questions: 20
Worksheet time: 13mins
Subtract: 101101 – 001011 = ?
100010
010110
110101
101100
Divide: 011010000 ÷ 0101 = ?
10001
10100
11001
01000
Divide the binary numbers: 111101 ÷ 1001 and find the remainder
0010
1010
1100
0011
On multiplication of (10.10) and (01.01), we get
101.0010
0010.101
011.0010
110.0011
100101 × 0110 = ?
1011001111
0100110011
101111110
0110100101
Multiply the binary number: 01001 × 01011 = ?
001100011
110011100
010100110
010100110
The result obtained after (100101 – 011110) is
000111
111000
010101
101010
Perform binary subtraction: 101111 – 010101 = ?
100100
010101
011010
011001
Perform binary addition: 101101 + 011011 = ?
011010
1010100
101110
1001000
The addition of binary numbers: 11011011010 + 010100101 = ?
0111001000
1100110110
11101111111
10011010011
Convert in to decimal: (214)8 = ?
(140)10
(141)10
(142)10
(130)10
Representation of hexadecimal number 6DE in the power of 16 is as:
6 * 162 + 13 * 161 + 14 * 160
6 * 162 + 12 * 161 + 13 * 160
6 * 162 + 11 * 161 + 14 * 160
6 * 162 + 14 * 161 + 15 * 160
On multiplication of two binary numbers (10.10) and (01.01), we get
101.0010
0010.101
011.0010
110.0011
Perform the binary subtraction:
(10101.101)2−(1011.11)21010.101
1100.110
1010.111
1001.111
The octal equivalent of the decimal number: 417
(a)
Find out the r (base):
(121)r=(144)8
9
10
11
12
Perform the addition:
(4796)8+(8635)8then convert the answer in decimal
52683
CDCB
CCBA
DDBB
