Write the inequality that meets the following conditions:
-The points that (2,5) and (-3,-5) lie on the boundary line.
-The points (6,5) and (-2,-3) are solutions of the inequality.

Inequality:__________________(?)

Question

Write the inequality that meets the following conditions:
-The points that (2,5) and (-3,-5) lie on the boundary line.
-The points (6,5) and (-2,-3) are solutions of the inequality.

Inequality:__________________(?)

anonymous · Answer

HELP PLEASE!!!!

anonymous · Answer

The line that separates the two regions is the line through the points
(2,5) and (-3,-5).
Its equation is y = 2 x+1

anonymous · Answer

The points (6,5) and (-2,-3) are in one of the regions defined by the line y=2x+1 
Notice
$$
5 < 2(6) +1 \ -3 =2(-2) +1\
$$
The answer is
$$
y \le 2 x +1
$$