6.06] Which point lies in the solution set for the following system of inequalities?
y x + 4
y -2x + 2

(-4, 0)

(-3, 2)

(2, -1)

(0, 6)

Question

6.06] Which point lies in the solution set for the following system of inequalities?
y > x + 4
y > -2x + 2 

 (-4, 0) 

 (-3, 2) 

 (2, -1) 

 (0, 6)

anonymous · Answer

Last question on my assignment! Please help!

anonymous · Answer

I randomly picked (0,6) and substituted to check. It works!

kira_yamato · Answer

I will graph out both first

anonymous · Answer

OMG! Thx, I just found out d was the answer too! :D

anonymous · Answer

Thx, that would be so nice of you to graph it out!

kira_yamato · Answer

It would be the region bounded by the two red lines. Note that you need to find intersection between the black and blue lines (i.e. the 2 equations --> Just change inequality sign to equation sign and then do simultaneous)

kira_yamato · Answer

Any point that lies between the 2 red lines will do... In this case, (0,6)

anonymous · Answer

Ok,thx so much! :D