Question

2х-12-03х>910-4х>03х-1>5​

Answer 1

3х-1>5

3х>5+1

3х>6

х>6:3

х>2

Answer 2

Let's solve the given inequality step by step:

$2x - 12 - 3x > 9 \cap 10 - 4x > 0 \cap 3x - 1 > 5$

1. Simplify each inequality:

   • $2x - 12 - 3x > 9$ becomes $-x - 12 > 9$
   • $10 - 4x > 0$ remains the same.
   • $3x - 1 > 5$ becomes $3x > 6$

2. Solve each simplified inequality:

   • $-x - 12 > 9$: $-x > 21$ Multiply by -1 (reversing the inequality): $x < -21$

   • $10 - 4x > 0$: $-4x > -10$ Divide by -4 (reversing the inequality): $x < \frac{5}{2}$

   • $3x > 6$: $x > 2$

3. Combine the results:

   The solution is the intersection of all the individual solutions: $x < -21 \cap x < \frac{5}{2} \cap x > 2$

   So, the solution is: $x < -21 \cap x > 2$

Keep in mind that these inequalities might not have a common solution. Please double-check the original problem to make sure there are no mistakes in transcription or other details.