Question

Оценить 2<а<80<б<5помогите

Answer 1

2-a-80-б-5<0
-а-б-78<о

Answer 2

Очевидно, что из выражения 
2<а<80<б<5 следует что 80<5, что принципиально невозможно.

Answer 3

Evaluating the Inequality 2 < a < 80 < b < 5

To evaluate the inequality 2 < a < 80 < b < 5, we need to break it down and analyze each part separately.

1. Evaluating 2 < a: - The inequality 2 < a means that the value of 'a' is greater than 2. - This implies that 'a' can take any value greater than 2.

2. Evaluating a < 80: - The inequality a < 80 means that the value of 'a' is less than 80. - This implies that 'a' can take any value less than 80.

3. Evaluating 80 < b: - The inequality 80 < b means that the value of 'b' is greater than 80. - This implies that 'b' can take any value greater than 80.

4. Evaluating b < 5: - The inequality b < 5 means that the value of 'b' is less than 5. - This implies that 'b' can take any value less than 5.

Conclusion:

Based on the given inequalities, it's important to note that the inequality 2 < a < 80 is contradictory to the inequality 80 < b < 5. This is because the value of 'a' is expected to be less than 80, while the value of 'b' is expected to be greater than 80 and less than 5, which is not possible. Therefore, the given set of inequalities does not have a valid solution due to the conflicting nature of the inequalities.