Question

6 + X< 3-2 x там где меньше там меньше или равно​

Answer 1

Ответ:

Пошаговое объяснение:

6 + X≤3-2 x,

х+2х≤3-6,

3х≤-3,

х≤-1

Answer 2

To solve the inequality 6 + X < 3 - 2X, we'll need to isolate the variable X on one side of the inequality sign. Then we can find the range of values for X where the inequality holds true.

Let's start by manipulating the inequality:

1. Move the X terms to one side of the inequality: 6 + X + 2X < 3 - 2X + 2X

   Simplify: 3X + 6 < 3

2. Move the constant term to the other side: 3X < 3 - 6

   Simplify: 3X < -3

3. Now, divide both sides by 3. Since we're dividing by a negative number, the inequality sign will flip: X > -1

So, the solution to the inequality is X > -1. This means that any value of X greater than -1 will satisfy the inequality. When you see "where mеньше" (less) in the statement, it means "where X is less than" in this context, and "или равно" (or equal) means "or equal to." Therefore, the solution set for the inequality is X ≥ -1 (X is greater than or equal to -1).