-12 < 4 - \(\frac{3{\text{x}}}{-5}\) and 4 - \(\frac{3{\text{x}}}{-5}\) ≤ 2
When,
-12 < 4 - \(\frac{3{\text{x}}}{-5}\)
4 - \(\frac{3{\text{x}}}{-5}\) ≤ 2
Subtracting 4 from both the sides in above equation
4 –\(\frac{3{\text{x}}}{-5}\) -4 > 12 – 4
- \(\frac{3{\text{x}}}{-5}\) > -16
\(\frac{3{\text{x}}}{5}\) > -16
Multiplying both the sides by 5 in the above equation
(\(\frac{3{\text{x}}}{5}\))(5) > -16(5)
3x > -80
Dividing both the sides by 3 in above equation
Subtracting both the sides by 4 in the above equation
Multiplying both the sides by 5 in the above equation
3x ≤ -10
Dividing both the sides by 3 in the above equation
Therefore:
