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1 vote
Which ordered pair makes both inequalities true?

y<-x+1
y>x

(-3,5)
(-2,2)
(-1,-3)
(0,-1)

Which ordered pair makes both inequalities true? y<-x+1 y>x (-3,5) (-2,2) (-1,-3) (0,-1)-example-1
User Auto
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2 Answers

0 votes
(-2,2) works for both
2 < 3
2 > -2
User Maged Saeed
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5 votes

Answer: Second option : (-2,2).


Step-by-step explanation: We are given inequalities y ≤ -x+1 and y > x.

Let us check given options one by one for each given inequality.

(-3,5) : It is the coordinate outside the common region.

(-2,2) : It is the coordinate inside the common region.

(-1,-3) : It is the coordinate outside the common region.

(0,-1) : It is the coordinate outside the common region.

Therefore, correct option would be Second option (-2,2).



Which ordered pair makes both inequalities true? y<-x+1 y>x (-3,5) (-2,2) (-1,-3) (0,-1)-example-1
User LifeInstructor
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