Question

Сравните m и n, если (9,8)^m > (9,8)^n

Answer 1

$(9,8)^{m} > (9,8)^{n}$

Основания равны. Значит, можно сравнить $m$ и $n.$

В таком неравенстве, если число больше единицы, то функция возрастающая и знак неравенства остаётся неизменным.

$m > n$

Answer 2

To compare two expressions like (9,8)^m and (9,8)^n, we need to know the context of the "^" symbol. This symbol usually denotes exponentiation, where the base (9,8) is raised to the power of either "m" or "n".

However, without knowing the specific values of "m" and "n" or the exact meaning of the "^" symbol in this context, it is not possible to provide a direct comparison. If you could clarify the meaning of "^" or provide the actual values of "m" and "n," I would be happy to help you with the comparison.