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Консультация № 194568
02.02.2019, 17:57
0.00 руб.
02.02.2019, 20:04
0
9
0
Здравствуйте, уважаемые эксперты! Прошу вас ответить на следующий вопрос:
прошу помощи с чего начать решение :Аня написала на доске последовательные числа от 1 до 4n. Боря стер с доски n из этих чисел, а Варя заметила, что оставшиеся числа можно разбить на 3 группы по n чисел так, что произведения чисел в каждой из групп будут равны. При каком наименьшем n это возможно?
прошу помощи с чего начать решение :Аня написала на доске последовательные числа от 1 до 4n. Боря стер с доски n из этих чисел, а Варя заметила, что оставшиеся числа можно разбить на 3 группы по n чисел так, что произведения чисел в каждой из групп будут равны. При каком наименьшем n это возможно?
Обсуждение
02.02.2019, 18:04
общий
Адресаты:
Что обозначают квадратики в условии задачи?
Об авторе:
Facta loquuntur.
Facta loquuntur.
02.02.2019, 18:40
общий
Адресаты:
прошу помощи с чего начать решение :Аня написала на доске последовательные числа от 1 до 4𝑛. Боря стер с доски 𝑛 из этих чисел, а Варя заметила, что оставшиеся числа можно разбить на 3 группы по 𝑛 чисел так,
что произведения чисел в каждой из групп будут равны. При каком наименьшем 𝑛 это
возможно?
что произведения чисел в каждой из групп будут равны. При каком наименьшем 𝑛 это
возможно?
02.02.2019, 18:41
общий
Адресаты:
Что обозначают квадратики в условии задачи?
там нет никаких кадратиков
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там нет никаких кадратиков
=====
02.02.2019, 18:44
общий
Адресаты:
kenguru_62 там нет никаких кадратиков
Квадратики я выделил красным цветом:
Аня написала на доске последовательные числа от 1 до 4𝑛. Боря стер с доски 𝑛 из этих чисел, а Варя заметила, что оставшиеся числа можно разбить на 3 группы по 𝑛 чисел так,что произведения чисел в каждой из групп будут равны. При каком наименьшем 𝑛 это возможно?
Об авторе:
Facta loquuntur.
Facta loquuntur.
02.02.2019, 20:00
общий
Адресаты:
Квадратик это последовательные числа от 1 до 4n.Боря стер с доски n из этих чисел.вместо квадратика n ( переменная)
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