The cryptarithm typically referred as alphametic puzzles are the type of puzzles where we create an algebraic equation using words and mathematical symbols in a manner that when we replace alphabets of words by a number then the algebraic equation holds true.
A simple example of alphabetic riddle is
AN
+N0

BUN
Above alphametic riddle can be solved in many ways and one such way can be replacing A by 5, N by 8 , O by 0, B by 1 and U bu 3.
58
+80

138
There are two rules that we must follow while solving these alphabetic cryptarithm puzzles.
1. The leftmost letter cannot be equal to 0 in any of the words in the alphabetic riddle.
2. Each alphabet can be mapped to only one number.
i.e in above examples If N is mapped to 8 then all another letter(A O B U) cannot be mapped to 8.
We at gpuzzles.com created a list for the viewers. These examples of alphabetic puzzles will not only make you learn but you can enjoy as well.
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Can you solve the below
cryptarithmetic riddle
by replacing alphabets of words by a number so that the algebraic equation holds true?
BASE +
BALL

GAMES

Solution:
The equation can be solved by substituting
B = 7
A = 8
S = 8
E = 3
L = 5
Therefore the equation now looks as:
7483 +
7455

14938

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Can you replace letters by numbers to solve below alphametic puzzle?
+ C R O S S
+ R O A D S
===========
D A N G E R
Solution:
+ 9 6 2 3 3
+ 6 2 5 1 3
===========
1 5 8 7 4 6
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AB = CA  DE
FG = BE  HG
DB = AF  IA
JC = KC  JE
JL = LJ  DK
HE = CG  BI
You need to make above equation correct by replacing letters by number.
Note: You can using only 8 digits. (i.e. more than one letter will be mapped to same value)
Solution:
A = B = K =6
C =7
D = H = 1,
E=0 ,
F = I = G = 4,
J=3,
L=5
Now we can rewrite the equations as :
66 = 76  10
44 = 60  14
16 = 64  46
37 = 67  30
35 = 53  16
10 = 74  64
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Can you solve below Cryptarithms puzzle by replacing letters by number to form below equation true?
NUMBER +
NUMBER
=======
PUZZLE
Solution:
NUMBER +
NUMBER
=======
PUZZLE
Above puzzle can be solved by substituting
N  2
U  0
M  1
B  6
E  8
R  9
P  4
Z  3
L  7
The puzzle can now be read as:
201689 +
201689

403378
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A quarter is 1/4th of a dollar but Professor Mr.GPuzzles has reversed the equation as below :
DOLLAR * 4 = QUARTER
You need to replace each alphabet by a number to decipher the logic used by Professor to make above equation true.
Solution:
457730 * 4 = 1830920
(DOLLAR * 4 = QUARTER)
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Below equation is one the most popular equation.Can you solve the below equation by replacing alphabet with a digit such that the equation holds as well?
SEND
+ MORE
======
MONEY
Solution:
9567
+ 1085
======
10652
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Solve the below number equation maths problem by replacing each letter by different digit.
4 × (O N E) = T E N
Note: No letter can be replaced by number zero.
Solution:
4 × (182) = 728

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Solve for the letters:
ONE
ONE
ONE
THREE
THREE
ELEVEN

TWENTY
PS: All the letters have a distinct value and O, T and E are not zero.
Solution:
O=2, N=3, E=5, T=6, H=9, R=7, L=0, V=1, W=4, Y=8
Thus,
235 + 235 + 235 + 69755 + 69755 + 505153 = 645368