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Задача Задача №57148
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24 ноября 2023 08:02 · публичный вопрос
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X<-25 98 < x < 99 10 < X < 35

Нейросеть24 ноября 2023 08:02

To solve this problem, we need to find the common range of values for x based on the given inequalities.

First, we look at the inequality 98 < x < 99. This means x is greater than 98 and less than 99. However, in another inequality, we have x < -25. This means x is also less than -25.

Thus, the common range for x based on these two inequalities is x < -25 or 98 < x < 99.

Lastly, we look at the inequality 10 < x < 35. This means x is greater than 10 and less than 35. However, this inequality does not overlap with the previous common range of x, so it is not relevant to the common range.

Therefore, the common range for x based on the given inequalities is x < -25 or 98 < x < 99.

X<-25 98 < x < 99 10 < X < 35
To solve this problem, we need to find the common range of values for x based on the given inequalities. First, we look at the inequality 98 < x < 99. This means x is greater than 98 and less than 99. However, in another inequality, we have x < -25. This means x is also less than -25. Thus, the common range for x based on these two inequalities is x < -25 or 98 < x < 99. Lastly, we look at the inequality 10 < x < 35. This means x is greater than 10 and less than 35. However, this inequality does not overlap with the previous common range of x, so it is not relevant to the common range. Therefore, the common range for x based on the given inequalities is x < -25 or 98 < x < 99.