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WorksheetsCoding Unit 1
Total questions: 80
Worksheet time: 1hrs 6mins
What is the power, energy, a signal, or information put into a machine or system?
(Write the answer in lower case)
(a)
What is the power, energy, or data produced or delivered by a machine or system
(Write the answer in lower case)
(a)
The action or method of storing something for future use is called (a)
(Write the answer in lower case)
The process of turning input into an output is called (a)
Select the correct type of Processing:
If something is true, do something else
If/Then
Comparing
Finding a Match
Counting
Select the correct type of Processing:
Check whether things are the same, or one is bigger than the other
If/Then
Comparing
Finding a Match
Counting
Select the correct type of Processing:
Search a list or group of things for a match
If/Then
Comparing
Finding a Match
Counting
Select the correct type of Processing:
Keep track of how many of something there are
If/Then
Comparing
Finding a Match
Counting
FALSE AND FALSE
FALSE
TRUE
FALSE AND TRUE
FALSE
TRUE
TRUE AND FALSE
FALSE
TRUE
TRUE AND TRUE
FALSE
TRUE
0 AND 0
0
1
0 AND 1
0
1
1 AND 0
0
1
1 AND 1
0
1
FALSE OR FALSE
FALSE
TRUE
FALSE OR TRUE
FALSE
TRUE
TRUE OR FALSE
FALSE
TRUE
TRUE OR TRUE
FALSE
TRUE
0 OR 0
0
1
0 OR 1
0
1
1 OR 0
0
1
1 OR 1
0
1
0 AND 0
FALSE
TRUE
0 AND 1
FALSE
TRUE
1 AND 0
FALSE
TRUE
1 AND 1
FALSE
TRUE
0 OR 0
FALSE
TRUE
0 OR 1
FALSE
TRUE
1 OR 0
FALSE
TRUE
1 OR 1
FALSE
TRUE
How many binary digits do we need to be able to map out
24
memory locations?
(a)
How many binary digits do we need to be able to map out
1
memory locations?
(a)
How many binary digits do we need to be able to map out
2
memory locations?
(a)
How many binary digits do we need to be able to map out
3
memory locations?
(a)
How many binary digits do we need to be able to map out
4
memory locations?
(a)
How many binary digits do we need to be able to map out
6
memory locations?
(a)
How many binary digits do we need to be able to map out
8
memory locations?
(a)
How many binary digits do we need to be able to map out
12
memory locations?
(a)
How many binary digits do we need to be able to map out
15
memory locations?
(a)
How many binary digits do we need to be able to map out
16
memory locations?
(a)
How many binary digits do we need to be able to map out
19
memory locations?
(a)
How many binary digits do we need to be able to map out
32
memory locations?
(a)
How many binary digits do we need to be able to map out
45
memory locations?
(a)
How many binary digits do we need to be able to map out
64
memory locations?
(a)
How many binary digits do we need to be able to map out
82
memory locations?
(a)
How many binary digits do we need to be able to map out
128
memory locations?
(a)
How many binary digits do we need to be able to map out
173
memory locations?
(a)
How many binary digits do we need to be able to map out
256
memory locations?
(a)
How many binary digits do we need to be able to map out
450
memory locations?
(a)
How many binary digits do we need to be able to map out
512
memory locations?
(a)
How many binary digits do we need to be able to map out
626
memory locations?
(a)
How many binary digits do we need to be able to map out
1024
memory locations?
(a)
How many binary digits do we need to be able to map out
1500
memory locations?
(a)
Convert the following number to decimal:
101101
(a)
Convert the following number to decimal:
10100101
(a)
Convert the following number to decimal:
11100
(a)
Convert the following number to decimal:
111001
(a)
Convert the following number to decimal:
1100
(a)
Convert the following number to decimal:
1001
(a)
Convert the following number to decimal:
1000111
(a)
Convert the following number to decimal:
100101
(a)
Convert the following number to binary:
45
(a)
Convert the following number to binary:
165
(a)
Convert the following number to binary:
28
(a)
Convert the following number to binary:
57
(a)
Convert the following number to binary:
9
(a)
Convert the following number to binary:
71
(a)
Convert the following number to binary:
37
(a)
Add the following binary numbers:
01
11
(a)
Add the following binary numbers:
1001
1011
(a)
Add the following binary numbers:
1111
1011
(a)
Add the following binary numbers:
01111
11011
(a)
Add the following binary numbers:
1100000
1101001
(a)
Add the following binary numbers:
1101111
1101111
(a)
Add the following binary numbers:
1111111
1111101
(a)
Add the following binary numbers:
111011
110011
(a)
Add the following binary numbers:
1010110
1001110
(a)
in Binary Addition Rules - What does 1+1+1 equal to?
3
0 carry the 1
1 carry two 1s
1 carry the 1
