Известно, что ни одно из чисел а, 6, с не равно 0 и что а + 6 + с = 0. Какие значения может принимать выражение 2a/a+2b/b+2c/c+3ab/ab+3ac/ac+3bc/bc+abc/abc Укажите все подходящие варианты. Каждый ответ записывайте в отдельное поле, добавляя их при необходимости.

Выражение можно упростить, подставив значение а = -6 - с в исходное выражение:

2(-6 - с) / (-6 - с) + 2b / b + 2c / c + 3(-6 - с)b / (-6 - с)b + 3(-6 - с)c / (-6 - с)c + 3bc / bc + (-6 - c)bc / (-6 - c)bc

= -12 / (-6 - c) + 2b / b + 2c / c - 18b / (-6 - c) - 18c / (-6 - c) + 3bc / bc - 6bc / (-6 - c)

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3bc / bc + 6bc / (6 + c)

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6 + c) + 18c / (6 + c) + 3c + 6b

= 12 / (6 + c) + 2b / b + 2c / c + 18b / (6