How to solve this type of question?
Guys please help me out.
I would like to know how to solve cryptalgorithmic question?
Like
SEND
+ MORE ------ = MONEY The same letters in this calculation mean the same digit.Can you replace all the letters with the respective digits in such a
way that the calculation is correct?
I would like to know how to solve cryptalgorithmic question?
Like
SEND
+ MORE ------ = MONEY The same letters in this calculation mean the same digit.Can you replace all the letters with the respective digits in such a
way that the calculation is correct?
Replies
-
*pushkar*Got the solution. These questions are very time consuming & difficult too 😔
-
Ramani AswathHere is another very satisfying arithmetic addition puzzle:
F O R T Y + T E N + T E N = S I X T Y
Each letter represents one digit from 0 to 9. When replaced by appropriate digits, the sum should still be correct. -
Ramani Aswath
S + M has to be more than 10. THIS MEANS THAT S = 9 and M = 1. O has to be 0. E+0 gives N So there has to be a carry over of 1 from N+R. So E + 1 = N.*pushkar*Guys please help me out. I would like to know how to solve cryptalgorithmic question? Like
SEND + MORE = MONEY
N + R = 10 + E and a carry over from D + E. Solving this gives R = 8.
Inspection gives e = 5 and N = 6. This leaves D = 7 and Y = 2.
The answer seems to be:
9567 + 1085 = 10652
S=9, E=5, N=6, D=7, M=9, O=0, R=8, Y=2 -
Ramani Aswath
S + M has to be more than 10. This means that S = 9 and M = 1. O has to be 0. E+0 gives N So there has to be a carry over of 1 from N+R. So E + 1 = N.*pushkar*Guys please help me out. I would like to know how to solve cryptalgorithmic question? Like
SEND + MORE = MONEY
N + R = 10 + E and a carry over from D + E. Solving this gives R = 8.
Inspection gives E= 5 and N = 6. This leaves D = 7 and Y = 2.
The answer seems to be:
9567 + 1085 = 10652
S=9, E=5, N=6, D=7, M=9, O=0, R=8, Y=2 -
*pushkar*ya i got it but its very time consuming question. Could not able to attempt in exams 😔
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Ramani Aswath
29786+850+850= 31486bioramaniHere is another very satisfying arithmetic addition puzzle:
F O R T Y + T E N + T E N = S I X T Y
Each letter represents one digit from 0 to 9. When replaced by appropriate digits, the sum should still be correct.
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