Question

6+4x<27-3x7-5x> 15 - 3x​

Answer 1

Ответ:

10х<25х

2х<12х я думаю так если не поавильно то извини:(

Answer 2

Let's solve the inequality step by step:

1. First, let's simplify each part of the inequality separately.

On the left side: 6 + 4x

On the right side: 27 - 3x * 7 - 5x 27 - 21x - 5x

Now, the inequality becomes:

6 + 4x < 27 - 21x - 5x > 15 - 3x

2. Combine like terms on both sides:

Left side: 4x

Right side: 27 - 26x

Now, the inequality is simplified to:

4x < 27 - 26x > 15 - 3x

3. Let's isolate x on each side of the inequality:

On the left side: 4x < 27 - 26x

Add 26x to both sides: 4x + 26x < 27

Combine like terms: 30x < 27

Divide both sides by 30 (to isolate x): x < 27 / 30 x < 9/10

On the right side: 27 - 26x > 15 - 3x

Add 3x to both sides: 27 - 23x > 15

Subtract 27 from both sides: -23x > 15 - 27 -23x > -12

Divide both sides by -23 (remember to reverse the inequality when dividing by a negative number): x < -12 / -23 x > 12/23

So, the solution for the inequality is: x < 9/10 and x > 12/23

This means that x is a real number that satisfies both of these conditions simultaneously.