Question

3х>5х-2 -6(х+3)+5>х+10(2-х)

Answer 1

Х<1
х>11 вот это ответ просто пиши

Answer 2

To solve the inequalities, you can start by simplifying and isolating the variable 'x' in each inequality. Let's break it down step by step:

1. Solve the first inequality: 3x > 5x - 2

   First, get all the 'x' terms on one side of the inequality:

   3x - 5x > -2

   Now, combine like terms:

   -2x > -2

   Divide both sides by -2 (remember to reverse the inequality when dividing by a negative number):

   x < 1

So, the solution to the first inequality is x < 1.

2. Solve the second inequality: -6(x + 3) + 5 > x + 10(2 - x)

   First, distribute the constants on both sides of the inequality:

   -6x - 18 + 5 > x + 20 - 10x

   Now, combine like terms:

   -6x - 13 > -9x + 20

   To isolate 'x', move all terms with 'x' to one side of the inequality:

   -6x + 9x > 20 - 13

   Combine like terms again:

   3x > 7

   Finally, divide both sides by 3:

   x > 7/3

So, the solution to the second inequality is x > 7/3.

Now you have the solutions to both inequalities:

For the first inequality: x < 1 For the second inequality: x > 7/3