Determine which ordered pairs are part of the solutions set for the inequality.
y≤x+2
A.(-1, 1)
B.(0, 3)
C.(2, 4)
D.(3, 2)
Select all that apply

Explain how??

Question

Determine which ordered pairs are part of the solutions set for the inequality. 
y≤x+2
A.(-1, 1)
B.(0, 3)
C.(2, 4)
D.(3, 2)
Select all that apply

Explain how??

anonymous · Answer

all except B

anonymous · Answer

just ook down the list and see if the (x,y) pairs satisfy the inequaity

anonymous · Answer

look*

anonymous · Answer

I dont understand Inequality's at all so idk what you mean by satisfy the inequality

anonymous · Answer

An inequality really is an expression of a restriction. So using your example,
$$y \leq x+2$$
This means that y is allowed to exist in a particular region of the real number line. That is, y is allowed to take all values up to and including the value of x+2, whatever x may be. However, y is restricted to this region, because it cannot be more than x+2, whatever x may be.