Question

solve the compound inequality
5>-2x+4 or 9<=-2x+4

Answer 1

Start by solving each inequality separately.

Answer 2

5 - 4 > -2x
x < -1/2

9 -4 <= -2x
- 5 /2 <= x

Answer 3

5-4>-2x
1>-2x
of we divide(or multiply by a negative on both sides) then flip the inequality
-1/2 <x
now you try the second inequality
let me know what you get

Answer 4

(-1/2)

Answer 5

lets see if thats right
9<=-2x+4
9-4<=-2x
5<=-2x
-5/2>=x
nope you get x<=-5/2
so we have x>-1/2 for the other inequality
~~~~* ~~~~
_____|______|______
-5/2 -1/2
they don't intersect so we write
x is an element of (-inf,-5/2]U(-1/2,inf)

Answer 6

oh asad i didn't realize you did the second one lol