Which ordered pairs are solutions to the inequality y-3x<10

Answer:
(0,-4)
(4,-1)
(0,-1)
Step-by-step explanation:
find the ordered pairs are solutions to the inequality
[tex]y-3x<10[/tex]
Lets check with each ordered pair
Lets plug in each pair (x,y)
(0,-4) , plug in x=0 and y=-4
[tex]-4-3(0)<10[/tex]
[tex]-4<10[/tex] is True
(-6,0) , plug in x=-6 and y=0
[tex]0-3(-6)<10[/tex]
[tex]18<10[/tex] is False
(-1,7) , plug in x=-1 and y=7
[tex]7-3(-1)<10[/tex]
[tex]10<10[/tex] is False
(4,-1) , plug in x=4 and y=-1
[tex]-1-3(4)<10[/tex]
[tex]-13<10[/tex] is True
(0,-1) , plug in x=0 and y=-1
[tex]-1-3(0)<10[/tex]
[tex]-1<10[/tex] is True