The solution of the given inequality is the last option (5, - 5)
Which ordered pair is in the solution set?
To see if an ordered pair is a solution, we just need to replace the values in the inequality and check if it is true or false.
For the first pair (1, 3), we will get:
3 < (3/5)*1 - 6
3 < 3/5 - 30/5
3 < -27/5
This is false, so it is not a solution.
From the options, the solution is (5, -5)
-5 < (3/5)*5 - 6
-5 < 3- 6
-5 < -3
This is true.
Complete question:
"Which ordered pair is in the solution set of y< 3/5x -6
(1, 3)
(2, -2)
(0, 2)
(5, -5)"