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S E V E N T Y

÷ S E V E N

-------------------

T E N

Only number not used is 5. Will tell how many times each number appears if necessary. Same letter doesn't mean same number.

Edited by hartleydogg33
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S E V E N T Y

÷ S E V E N

-------------------

T E N

Only number not used is 5. Will tell how many times each number appears if necessary. Same letter doesn't mean same number.

Questions:

1. "Same letter doesn't mean same number."...so really, any of the letters can be any number (except 5)...right?

Basically if that's true, then the problem simply becomes, "find a 7-digit number, that when divided by a 5 digit number, yields a 3 digit number". Then there are plenty of solutions to this:

9000000 / 10000 = 900 for example...Not sure I understand your question...

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Questions:

1. "Same letter doesn't mean same number."...so really, any of the letters can be any number (except 5)...right?

Basically if that's true, then the problem simply becomes, "find a 7-digit number, that when divided by a 5 digit number, yields a 3 digit number". Then there are plenty of solutions to this:

9000000 / 10000 = 900 for example...Not sure I understand your question...

that if one E=7 then another E wont equal 7. And every number besides 5 and zero is used. Hope that answers your question

Edited by hartleydogg33
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You really need to be more clear, same letter "doesn't mean" same number or "can't be" same number?

And I assume different letters can be the same number since there are only 10 digits (0-9) and more letters than this. The rules here are too ambiguous and/or flexible.

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While I know there isn't a truly "infinite" number of solutions, there is definitely more than one solution (and numerous at that).

I am assuming that same letter doesn't mean same number means that basically we are looking for a solution whereby a 7-digit number evenly divides by a 5-digit number, resulting in a 3-digit number. Provided that no digit = 5, and that all other digits are used at least once.

Here is one such solution (of many):

6970278 / 34678 = 201

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So far everyone has correct numbers but not my guess. So I will put the number of times each number appears and see if you can get my equation. 1 and 7 appear one time; 2, 3, 4, 6, and 8 appear twice; and 9 appears three times.

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