Question

Solve the inequality.
3m ≤ –9

(Points : 4)
m ≥ –3
m ≤ –3
m ≤ –6
m ≥ 6

Answer 1

You divide both sides by three so you get m ≤ -3.

Answer 2

omg thank you much

Answer 3

Welcome!

Answer 4

can u help me with some more

Answer 5

Sure

Answer 6

Solve the inequality.
|x + 6| > 15

(Points : 4)
x > –21 or x < 9
x < –21 or x > 9
–9 < x < 9
–21 < x < 9

Answer 7

15 > x +6 > -15
9 > x > -21
soo the last one.

Answer 8

D?

Answer 9

Yes

Answer 10

-21 < x < 9

Answer 11

Solve the equation.
|x + 5| = 9

(Points : 4)
{–14, 4}
{–4, 14}
{4, 14}
{–14, –4}

Answer 12

x + 5 = 9 OR -(x +5) = 9
x = 4 or x = - 14

Answer 13

So A.

Answer 14

your so amzing thank you so much pretty and smart haha

Answer 15

Hahah thanks. (: that is it?

Answer 16

Which conjunction or disjunction is equivalent to the solution set?
|x – 9| < 11

(Points : 4)
x – 9 > 11 and x + 9 < –11
x – 9 < 11 and x – 9 > –11
x – 9 < 11 or x – 9 < –11
x – 9 < 11 or x – 9 > –11

Answer 17

-11 < x -9 < 11
-2 < x < 20

x – 9 < 11 or x – 9 > –11 (D)

Answer 18

Which is the solution set for –7 ≤ 4x + 1 ≤ 5?
(Points : 4)

x ≥ or x ≤


x ≥ and x ≤

x ≤ –2 or x ≥ 1
x ≥ –2 and x ≤ 1

Answer 19

Those didn't show up..

Answer 20

The length of a rectangle is twice its width. If the perimeter of the rectangle is less than 50 meters, what is the greatest width of the rectangle?

(Points : 4)
2 • 2w + 2w < 50
2w • w < 50
2w < 50
2 + 2w < 50

Answer 21

–7 ≤ 4x + 1 ≤ 5
-8 ≤ 4x ≤ 4
-2 ≤ x ≤ 1

Answer 22

i dont need that one i need the one above u

Answer 23

ples'

Answer 24

A.

Answer 25

2 x 2w ?

Answer 26

thats a

Answer 27

2 • 2w + 2w < 50

Answer 28

2. Solve and graph the inequality |4 – v| < 5.
a. Write the inequality as two inequalities without absolute value.
b. Solve the inequality and write the solution set.
c. Graph the solution on a number line.

2. Solve and graph the inequality |4 – v| < 5.
a. Write the inequality as two inequalities without absolute value.
b. Solve the inequality and write the solution set.
c. Graph the solution on a number line.
2. Solve and graph the inequality |4 – v| < 5.