Which of the following ordered pairs is a solution to the inequality y less than or greater to -2x + 10?

(0, -4)

(1, 13)

(6, -1)

(3, 8)

Question

Which of the following ordered pairs is a solution to the inequality y less than or greater to -2x + 10?

 (0, -4)

 (1, 13)

 (6, -1)

 (3, 8)

yanasidlinskiy · Answer

Have you tried to solve the inequality?

anonymous · Answer

no

anonymous · Answer

@YanaSidlinskiy

yanasidlinskiy · Answer

|dw:1397747019701:dw|

anonymous · Answer

D?

anonymous · Answer

Hold on.. let me check to find the answer.

anonymous · Answer

Are you sure you typed the equation properly?... because none of those are the answer to 
y >= -2x + 10

myininaya · Answer

"y less than or greater to -2x + 10?"

y>-2x+10
y<-2x+10
  -2x+10<y<-2x+10
This can't be true
unless you mean -2x+10<=y=<-2x+10
which actually implies -2x+10=y

whpalmer4 · Answer

I believe the inequality is $$y \le -2x+10$$which is satisfied by only 1 of the answer choices.  I think it's most likely that the OP got the initial part of the name of the inequality sign correct, as $y \ge -2x + 10$ is satisfied by more than one answer choice.

anonymous · Answer

sorry everybody i did have a incorrect inequality