Question

(1/3)(в степени х²) ＞(1/9)(в степени 8)

Answer 1

(1/3)^x² ＞(1/9)^8

(1/3)^x² ＞(1/3)^(8*2)

(1/3)^x² ＞(1/3)^16

x² < 16

|x| < 4

-4 < x < 4

Answer 2

To compare the two expressions, we need to simplify them first:

1. (1/3)(в степени х²): This expression can be simplified as (1/3) * (x^2), where "^" represents the exponentiation operator.

2. (1/9)(в степени 8): This expression can be simplified as (1/9) * (8^8).

Now, to compare the two expressions, we need to determine the relationship between x and 8. If we have enough information about the relationship between x and 8, we can proceed with the comparison. However, as the given expression does not provide any specific information or relationship between x and 8, we cannot compare them directly.

If you provide additional context or information about the relationship between x and 8, I would be happy to help you further.