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WorksheetsBinary Arithmetic
Total questions: 22
Worksheet time: 54mins
Name
Class
Date
1.
What is the answer to 010 + 010?
a)
110
b)
010
c)
100
d)
011
2.
What is the answer to 1010 + 0101?
a)
1011
b)
1001
c)
1111
d)
0111
3.
What is the answer to 0110 + 0101?
a)
1011
b)
1101
c)
1110
d)
1111
4.
Add binary numbers shown?
a)
01111011
b)
01101111
c)
01111101
d)
01101101
5.
Add binary numbers shown?
a)
10010000
b)
10001000
c)
10000100
d)
10100000
6.
Add binary numbers shown?
a)
01011010
b)
10011010
c)
10010101
d)
10100010
7.
Add binary numbers shown?
a)
10100100
b)
10010100
c)
11000100
d)
01011110
8.
1 + 1 =
Answer as a byte
Answer as a byte
a)
2
b)
0000 0010
c)
0000 0001
d)
0000 0011
9.
11 + 10 =
Answer as a byte
Answer as a byte
a)
5
b)
0000 1111
c)
0000 0111
d)
0000 0101
10.
0001 0000 + 0001 0011 =
Answer as a byte
Answer as a byte
a)
0010 0110
b)
0011 0111
c)
0110 0110
d)
0010 1111
11.
111 + 111 =
Answer as a byte
Answer as a byte
a)
1100 1111
b)
0001 1110
c)
0000 1111
d)
0000 1110
12.
0010 1100 + 0010 1111 =
Answer as a byte
Answer as a byte
a)
01111011
b)
11011011
c)
0101 1111
d)
0101 1011
13.
0100 1110 + 1010 0010 =
Answer as a byte
Answer as a byte
a)
1111 0001
b)
1111 0000
c)
1111 1110
d)
1011 0010
14.
What is this an example of?
a)
Overflow error
b)
8 bit binary addition
15.
Add 3 binary numbers?
0000 0111
0000 1111
0000 1111
0000 0111
0000 1111
0000 1111
a)
1010 1001
b)
0010 1111
c)
0011 0101
d)
0010 0101
16.
Add 3 binary numbers?
0100 0111
0000 1111
0001 1111
0100 0111
0000 1111
0001 1111
a)
0111 0101
b)
0010 1001
c)
0011 1111
d)
0010 0101
17.
Add 3 binary numbers?
0011 1100
0011 1111
0001 0001
0011 1100
0011 1111
0001 0001
a)
1001 0011
b)
1000 1100
c)
0001 0011
d)
1001 0101
18.
Convert this to a decimal number
a)
13
b)
12
c)
10
d)
8
19.
Add binary numbers shown?
a)
10100100
b)
10010100
c)
11000100
d)
01011110
20.
Convert 37 to binary
a)
00100101
b)
00100011
c)
00100111
d)
01000101
21.
What is 0101 + 1010?
HINT:
1 + 0 = 1
0 + 1 = 1
1 + 1 = 10
HINT:
1 + 0 = 1
0 + 1 = 1
1 + 1 = 10
a)
1111
b)
2020
c)
146.6
d)
?
22.
11010101 + 00000001 =
a)
11010110
b)
11010102
c)
10110101
d)
215
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