Скратить дробь 15a во второй степени b в третей разделить на 18 a в третей b

23 Сен 2019 в 16:41
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Ответы
1

Для сокращения данной дроби нужно выполнить следующие действия:

(15a^2b) / (18a^3b) = 15/18 a^(2-3) b^(1-1) = 5/6 a^(-1) b^0 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6a^-1 = 5/6

Таким образом, исходная дробь равна 5/6a^-1.

19 Апр 2024 в 20:02
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