
В ряд в порядке возрастания лежат пять карточек с цифрами 1,2,3,4,5. Смартик поменял местами две
карточки, затем между соседними карточками правильно вписал знак > или <, а карточки убрал. Какая из цепочек знаков А-Г не могла у него получиться? А) << >> Б) >> << В) < > < > Г) > < < >

Ответы на вопрос

Ответ: А <<><
Пошаговое объяснение:



Problem Analysis
We have five cards with the numbers 1, 2, 3, 4, and 5 arranged in ascending order. Smartic swapped two cards, then correctly placed the symbols ">" or "<" between neighboring cards, and finally removed the cards. We need to determine which of the given sequences of symbols A-G could not have been obtained by Smartic.Solution
To solve this problem, let's analyze the possible scenarios for swapping the cards and placing the symbols.1. If Smartic swapped the cards 1 and 2, the resulting sequence of symbols would be "<>". This is not one of the given sequences, so we can eliminate option A.
2. If Smartic swapped the cards 2 and 3, the resulting sequence of symbols would be "><". This is not one of the given sequences, so we can eliminate option B.
3. If Smartic swapped the cards 3 and 4, the resulting sequence of symbols would be "<>". This is not one of the given sequences, so we can eliminate option C.
4. If Smartic swapped the cards 4 and 5, the resulting sequence of symbols would be "><". This is not one of the given sequences, so we can eliminate option D.
5. If Smartic swapped the cards 1 and 3, the resulting sequence of symbols would be ">>". This is one of the given sequences, so option E is a valid possibility.
6. If Smartic swapped the cards 2 and 4, the resulting sequence of symbols would be "<<". This is one of the given sequences, so option F is a valid possibility.
7. If Smartic swapped the cards 3 and 5, the resulting sequence of symbols would be ">>". This is one of the given sequences, so option G is a valid possibility.
Based on the analysis above, the sequence of symbols that could not have been obtained by Smartic is option C) < >.
Conclusion
The sequence of symbols that Smartic could not have obtained is option C) < >.

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