Answer:
Multiply both sides of the inequality by –3. Change the direction of the inequality. Subtract 2 from both sides of the inequality.
Step-by-step explanation:
the steps to solving the inequality \(\frac{g+2}{-3} <-2\)
To solve this inequality , we need to isolate g
To get 'g' alone we need to remove the number from the numerator
To remove -3 from the denominator , we multiply by -3 on both sides
when we divide or multiply by a negative number , we flip the inequality sign
< becomes > symbol
\(-3*\frac{g+2}{-3} >-2*(-3)\)
\(g+2 > 6\), then we subtract 2 on both sides
\(g > 4\)
Steps are : Multiply both sides of the inequality by –3. Change the direction of the inequality. Subtract 2 from both sides of the inequality.
