Question

solve the compound inequality

3x + 6 < -3 or 5 – x ≤ 1

Answer 1

\[3x +6-6 = 6+3 \]

Answer 2

next comes 3x + 0 = 6 + 3

Answer 3

\[-5+5-x \le 1+5\]

Answer 4

then comes 3x = 9

Answer 5

correcting the first one,\[3x< -9\]

Answer 6

x< -3 or -x <=6

Answer 7

is that right ?

Answer 8

@zepdrix

Answer 9

@wio

Answer 10

second one is wrong

Answer 11

Describe in words what the solution sets mean, and then display a simple line graph for each solution set

Answer 12

Solution sets? It's the set of all numbers which are compatible solutions.

Answer 13

\[-x \le 6 \]

Answer 14

That is incorrect, try again.

Answer 15

\[-x*(-1)\le (-1)*6\]

Answer 16

\[x \ge -6\]

Answer 17

what is the property of the last step ?

Answer 18

No, first of all, where is the 6 from?

Answer 19

\[5-x<1\]
\[-5+5-x \le 1-5\]

Answer 20

\[-x \le 4\]

Answer 21

\[(-1)*-x \le 4*(-1)\]

Answer 22

x>=-4
now what do i have to do ?

Answer 23

that is correct

Answer 24

is this a union compound inequality ?

Answer 25

help me out with the writting part please !

Answer 26

Or makes it sound like a union.

Answer 27

If it is a union, then all numbers are solutions, it if is an intersection, then it ie between -4 and -3

Answer 28

oh thanks a lot,
buddy

Answer 29

\[x<-3\] or \[x \ge -4\]