Question

Sinx>-1/2 Неравенство

Answer 1

Чтоооооооооооооооооооооо

Answer 2

Solving the Inequality Sin(x) > -1/2

To solve the inequality sin(x) > -1/2, we need to find the values of x that satisfy this condition.

The given inequality sin(x) > -1/2 is satisfied in the interval (-π/2, 7π/6).

This means that the values of x which satisfy the inequality sin(x) > -1/2 lie within the interval (-π/2, 7π/6).

Therefore, the solution to the inequality sin(x) > -1/2 is x ∈ (-π/2, 7π/6).