SOLUTION: PLEASE CONFIRM IF MY ANSWER IS CORRECT. THANKS A BUNCH 5(r-7)+2>6(r+3)-24 5(r-7)+2>6(r+3)-24. This is part of the answer: {r | r _ _ } 5r-35+2>6r+18-24 5r-33>6r-6 5r-6r>-6

Algebra ->  Expressions-with-variables -> SOLUTION: PLEASE CONFIRM IF MY ANSWER IS CORRECT. THANKS A BUNCH 5(r-7)+2>6(r+3)-24 5(r-7)+2>6(r+3)-24. This is part of the answer: {r | r _ _ } 5r-35+2>6r+18-24 5r-33>6r-6 5r-6r>-6      Log On


   

Question 198288: PLEASE CONFIRM IF MY ANSWER IS CORRECT. THANKS A BUNCH
5(r-7)+2>6(r+3)-24
5(r-7)+2>6(r+3)-24. This is part of the answer: {r | r _ _ }
5r-35+2>6r+18-24
5r-33>6r-6
5r-6r>-6+33
-r>27
-1(r)>27
r>-27
{r | r _ _ }
therefore, -27/-27_ _
1>-27??? not sure Please confirm
}
Answer by arallie(162) About Me  (Show Source):
You can put this solution on YOUR website!
Almost
PLEASE CONFIRM IF MY ANSWER IS CORRECT. THANKS A BUNCH
5(r-7)+2>6(r+3)-24
5(r-7)+2>6(r+3)-24. This is part of the answer: {r | r _ _ }
5r-35+2>6r+18-24
5r-33>6r-6
5r-6r>-6+33
-r>27
-1(r)>27 <<<---- Here, switch inequality sign to <
r>-27
{r | r _ _ }
therefore, -27/-27_ _
1>-27??? not sure Please confirm
Great job otherwise