Which ordered pair is a solution to the inequality y > x + 5? (-3, 2) (0, -3) (3, 5) (2, 8)
... plug in points again
pm-ing me and asking for the answer won't help
its (-3, 2)
If you put x=-3 and y=2, you get 2 > 2. What do you think about that?
2 > -3 + 5 = 2 ? .. ok so 2 > 2 ?
@ivandelgado try again, you math dawg!
Let's try understanding what the question says. By \(y > x + 5\), we mean that \(y\) is greater than \(x\) by more than \(5\) numbers.
(3, 5)
given (3,5) that means 5 > 3 + 5 = 8. nope
So do you see any choice where \(y\) is greater than \(x\) by strictly more than \(5\) numbers?
@ivandelgado: you're running out of options ;)
if you r having trouble write the problem and LABEL the ordered pair so u dont get consfused
(0, -3) ?
of (0,3) which is Y?
(2, 8) no its
correct
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