SOLUTION: which of tge following ordered pairs is a solution to the inequality A:) (0,0) B:) (1,-3) C:) (3,-2) D:) (-3,4) Pleaseee help this is due tomorrow; and I cant figure this que

Algebra ->  Test -> SOLUTION: which of tge following ordered pairs is a solution to the inequality A:) (0,0) B:) (1,-3) C:) (3,-2) D:) (-3,4) Pleaseee help this is due tomorrow; and I cant figure this que      Log On


   

Question 728306: which of tge following ordered pairs is a solution to the inequality
A:) (0,0)
B:) (1,-3)
C:) (3,-2)
D:) (-3,4)
Pleaseee help this is due tomorrow; and I cant figure this question out.
Answer by MathLover1(20849) About Me  (Show Source):
You can put this solution on YOUR website!

To see if an ordered pair is a solution to an inequality, plug it into the inequality and simplify. If you get a true statement, then the ordered pair is a solution to the inequality. If you get a false statement, then the ordered pair is not a solution.
WHAT is YOUR inequality??????????????????? you didn't post your inequality!
here is an example to see how to do that:
let the inequality be y+%3C+4x+%2B+4
A:) (0,0).......0+%3C+4%2A0+%2B+4..=>..0%3C4...true..=>..the ordered pair is a solution to the inequality
B:) (1,-3).......-3%3C4%2A1+%2B+4...=>.-3%3C8..=>.. true...the ordered pair is a solution to the inequality
C:) (3,-2).......-2%3C4%2A3%2B4..=>-2%3C16 true..=>..the ordered pair is a solution to the inequality
D:) (-3,4).......4%3C-3%2A4%2B4..=>..4%3C-8...not true..=>..the ordered pair is not a solution