Question

При каких значениях a верно -a > a?

Answer 1

Когда а с минусом...................

Answer 2

А будет любым числом только со знаком минус
-(-2)>-2
2>-2

Answer 3

При каких значениях a верно a > a?

Introduction

The question asks for the values of 'a' for which the inequality 'a > a' is true.

Answer

The inequality 'a > a' is not possible for any value of 'a'. This is because the inequality 'a > a' implies that 'a' is greater than itself, which is not logically possible. In mathematics, the symbol '>' represents strict inequality, meaning that the left-hand side must be strictly greater than the right-hand side. Since 'a' cannot be greater than itself, the inequality 'a > a' is always false.

Example

To illustrate this, let's consider an example. Suppose we have 'a = 5'. If we substitute this value into the inequality 'a > a', we get '5 > 5'. However, '5' is not strictly greater than '5', so the inequality is false. This example demonstrates that the inequality 'a > a' is always false, regardless of the value of 'a'.

Conclusion

In conclusion, the inequality 'a > a' is never true for any value of 'a'. The statement 'a > a' is a contradiction, as it implies that 'a' is greater than itself, which is not logically possible.