Binary Puzzle Book

Page 1

Binary Visualising Puzzle Book

01000010 1


2


American Standard Code Information Interchange (ASCII) Table Decimal Value

Character

Decimal Value

Character

Decimal Value

Character

65

A

83

S

106

j

66

B

84

T

107

k

67

C

85

U

108

l

68

D

86

V

109

m

69

E

87

W

110

n

70

F

88

X

111

o

71

G

89

Y

112

p

72

H

90

Z

113

q

73

I

97

a

114

r

74

J

98

b

115

s

75

K

99

c

116

t

76

L

100

d

117

u

77

M

101

e

118

v

78

N

102

f

119

w

79

O

103

g

120

x

80

P

104

h

121

y

81

Q

105

i

122

z

82

R

3


Coordinates of Square

(0,1)

(1,1)

(0,0)

(1,0)

Circle Size Key Size of circle indicated order of coordinates.

4

1st coordinate

2nd coordinate

3rd coordinate

4th coordinate


Symbol to Binary Example This symbol represents the character a.

a

Coordinates of each circle.

1st coordinate (0,1)

2nd coordinate (1,0)

3rd coordinate (0,0)

4th coordinate (0,1)

To find this symbol’s binary digits: Write down the coordinates of each circle in size order, from the smallest circle to the largest circle.

(0,1) (1,0) (0,0) (0,1) Then take the numbers from their coordinate brackets to find the binary digits.

01

10

00

01100001

01

So the symbol; Represents the binary digits;

01100001

5


Circle Value Key

6

0

64

128

192

0

16

32

48

0

4

8

12

0

1

2

3


Symbol to Binary Example This symbol represents the character a. To find this symbol’s decimal value:

a

Find the corresponding circles in the key.

64

32

0

1

Add each of the 4 circles’ values together.

64 32 0 1

97

So the symbol; Represents the decimal value;

97

7


Convert these symbols into binary digits.

8


Draw the symbols to represent these binary digits.

01101111

01010101

01110001

01110101

9


Find the decimal value of these symbols.

10


11


Find the decimal value of these symbols, and then use the ASCII table to find the corresponding character values.

12


13


Find the character that these binary digits represent.

01010010 Draw the symbol that represents these digits.

Equate this symbol to a decimal value. Use the ASCII table to find this number’s character value.

14


Find the character that these binary digits represent.

01110010 Draw the symbol that represents these digits.

Equate this symbol to a decimal value. Use the ASCII table to find this number’s character value.

15


Decipher the letter from these symbols and then find the anagram.

16


17


Decipher the letter from these symbols and then find the anagram.

18


19


Decipher the letter from these symbols and then find the anagram.

20


21


Decipher the letter from these symbols and then find the anagram.

22


23


Rotate this symbol 180 degrees and find the new symbol’s binary digits.

Rotate this symbol 180 degrees and find the new symbol’s decimal value.

24


Rotate this symbol 180 degrees and find the new symbol’s binary digits.

Rotate this symbol 180 degrees and find the new symbol’s decimal value.

25


Draw the symbol to represent the binary digits

Draw the symbol to represent the binary digits

10110001

10110110

Now rotate this symbol by 180 degrees, and find the new symbol’s character value.

26

Now rotate this symbol by 180 degrees, and find the new symbol’s character value.


Draw the symbol to represent the binary digits

Draw the symbol to represent the binary digits

10111100

10111010

Now rotate this symbol by 180 degrees, and find the new symbol’s character value.

Now rotate this symbol by 180 degrees, and find the new symbol’s character value.

27


Complete the symbol so it represents H.

Complete the symbol so it represents j.

28


Complete the symbol so it represents p.

Complete the symbol so it represents T.

29


Convert these symbols into binary digits.

Now subtract the smallest from the largest.

Take this decimal value and find which character it equates to in the ASCII table.

30


Convert these symbols into binary digits.

Now subtract the smallest from the largest.

Take this decimal value and find which character it equates to in the ASCII table.

31


Reflect this symbol vertically and find the new symbol’s binary digits.

Reflect this symbol vertically and find the new symbol’s decimal value.

32


Reflect this symbol vertically and find the new symbol’s binary digits.

Reflect this symbol vertically and find the new symbol’s decimal value.

33


Convert these symbols into their character equivalent to find the odd one out.

34


35


Convert these symbols into their character equivalent to find the odd one out.

36


37


Translate this binary message.

01100011

01101111

01101001

01110011

38

01100100

01101001

01100110


01101110

01100111

01110101

01101110

39


Translate this binary message.

01010000

01110101

01111010

01111010

01000011

01101111

01101101

01110000

40


01101100

01100101

01110011

01101100

01100101

01110100

01100101

41


A-Z Symbol Key

42

A

B

C

D

E

F

G

H

I

J

K

L

M

N

O

P


Q

R

S

T

U

V

W

X

Y

Z

43


a-z Symbol Key

44

a

b

c

d

e

f

g

h

i

j

k

l

m

n

o

p


q

r

s

t

u

v

w

x

y

z

45


Answers p.6 p.7

p.27 01100101, 01001101, 01100011, 01110101

p.28 e p.29 n p.30 01011010, 121 p.31 01001001, 88 p.32

p.8-9 102, 104, 78, 81 p.10-11 72 - H, 68 - D, 120 - x, 106 - j p.12 R p.13 r p.14 Binary Code p.16 Computer Processor p.18 two hundred and fifty six p.20 symbol system p.22 01001110, 103 p.23 01000011, 76 p.24-25 N, I, C, E p.26

46

p.34

p.36 p.38

coding is fun Puzzles Complete


47


Visualising Binary Puzzle Book The number system naturally used by humans, the decimal system, has ten bases, 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9. The binary number system, used by computers, only uses two bases, 0 and 1. All computer information is stored in 8 digit binary numbers. Each number mathematically equates to a decimal number and each decimal number equates to a character or computer command. These characters are converted using the American Standard Code Information Interchange (ASCII) Table, a character-encoding system. Though some are more commonly used than others, there are 256 possible 8 digit binary numbers, hence 256 different characters in the full ASCII table. While computers can record extensive lengths of information by recording everything as 0s and 1s, humans prefer to remember smaller lengths of information using various characters. For example, humans struggle to remember the difference between the numbers ‘01001011’ and ‘01001001’, but can easily remember the difference between the letters ‘K’ and ‘I’. These puzzles use a symbol system created to visualise how a computer reads information, in a way humans are more likely to understand.

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