Question

X<0 y>2 как решить это неравенство

Answer 1

А никак. Нет решения. На графике ОХ они не пересекутся

Answer 2

Solving the Inequality X < 0 and Y > 2

To solve the inequality X < 0 and Y > 2, we need to find the values of X and Y that satisfy both conditions simultaneously.

First, let's consider the inequality X < 0. This means that X should be less than 0.

Next, we have the inequality Y > 2. This means that Y should be greater than 2.

To satisfy both conditions, we need to find values for X and Y that fulfill both inequalities at the same time.

Solution:

The solution to the inequality X < 0 and Y > 2 is the set of all points (X, Y) where X is less than 0 and Y is greater than 2.

Therefore, any point (X, Y) that satisfies both conditions will be a solution to the given inequality.

Example:

For example, if X = -1 and Y = 3, then both conditions are satisfied: - X < 0 (since -1 is less than 0) - Y > 2 (since 3 is greater than 2)

So, the point (-1, 3) is a solution to the given inequality.

Conclusion:

In conclusion, the inequality X < 0 and Y > 2 has an infinite number of solutions, and any point (X, Y) where X is less than 0 and Y is greater than 2 will satisfy the given inequality.