I have an equation
..MEAT
+TEAM
STEAM
Different letters can have same values, but same letters can't have different numerical values. They are also only 1 digit numbers.
Can you help me confirm that the equation written above is an impossible situation for any values of S, T, E, A, and M?
I figured that if A+A=A, it can only either be 0 or 9 with a 1 carried over, but then T and M would have to be 0 and that is not allowed because it won't look like a number if I had a 0 digit in the front, like 0789. So, now I found out that A had to be 9. E is the same situation as A so it also has to be 9. S has to be 1 because it is the second digit of the sum of two 1 digit numbers. So M+T+1=1T considering T is a digit. Since it is a 1 digit number, M+1=10. M is 9. If M were 9, T could only be 0, which I said isn't allowed because it would be a number with a 0 in front.
If you think my way of approaching this wrong, please help find an example.
If you agree, tell another way to know.
2007-05-20
12:10:45
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5 answers
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asked by
UnknownD
6
in
Science & Mathematics
➔ Mathematics