Problem from the school competition
Inspired by yesterday's post about a wonderful task for preschoolers.
Remembered from childhood.
At school at the Olympiad there was one problem that I still remember, because at the Olympiad itself no one, including myself, decided, but then I copied it and only at home, after several hours of reflection, she succumbed.
The rules are simple - numbers are hidden behind letters, each letter is only one number, equality with correct replacement of letters with numbers is true.
FORTY + ONE = THREE
')
UPD: may be interested in not entirely clear condition. But I can swear it sounded exactly like that at the Olympiad.
The answer should be an equality, where instead of letters numbers are written. Each letter is just one digit.
Remembered from childhood.
At school at the Olympiad there was one problem that I still remember, because at the Olympiad itself no one, including myself, decided, but then I copied it and only at home, after several hours of reflection, she succumbed.
The rules are simple - numbers are hidden behind letters, each letter is only one number, equality with correct replacement of letters with numbers is true.
FORTY + ONE = THREE
')
UPD: may be interested in not entirely clear condition. But I can swear it sounded exactly like that at the Olympiad.
The answer should be an equality, where instead of letters numbers are written. Each letter is just one digit.
Source: https://habr.com/ru/post/17886/
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