СРОЧНО!!! 30 Б !!! Доказать, что 2018^(15)+1 делиться на 2019 .

СРОЧНО!!! 30 Б !!!
Доказать, что 2018^(15)+1 делиться на 2019 .
- Предмет:
  Математика
- Автор:
  jonathan
- 5 лет назад

Ответы 2

То есть будет так :
- Автор:
  dunlap
- 5 лет назад
- 0
Ответ:
Пошаговое объяснение:
(2018)^15+1=(2019-1)^15+1
Последнее выражение содержит члены у которых есть множитель 2019 а последний член равен -1 , при сложении он сократится с 1 и останутся только члены которые содержат 2019 => выражение делится на 2019
- Автор:
  lucky32
- 5 лет назад
- 0
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СРОЧНО!!! 30 Б !!! Доказать, что 2018^(15)+1 делиться на 2019 .

Ответы 2

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СРОЧНО!!! 30 Б !!!
Доказать, что 2018^(15)+1 делиться на 2019 .