Question

determing whether the ordered pair is a solution of the inequality
(-5,6); 5x + y < - 3

Answer 1

All we have to do is substitute (-5,6) to the inequality 5x+y<-3
x=-5, y=6

5(-5)+6<-3
-25+6<-3
-19<-3

True, so (-5,6) is a solution to the inequality.

Answer 2

thanks pat18 you're awesome

Answer 3

you are welcome. it is been so long since i am online.lol

Answer 4

I know i missed you

Answer 5

thank you. i miss all.

Answer 6

pat18 can u help with this one
solve the compound inequality
4x-1/4 < or equal too - 3 or 4x-1/4 >or equal too 1

Answer 7

Actually, we can solve this in a step by step manner.
4x-1/4<=-3
4x<=-3+1/4
4x<=-11/4
x<=-11/8

4x-1/4>=1
4x>=1+1/4
4x>=5/4
x>=5/8

So, we can have a solution of -11/8>=x>=5/8

Answer 8

the value of x is x is lesser than or equal to -11/8 but greater than or equal to 5/8

Answer 9

thanks pat18 good answer