Absolute value inequalities

Front

Solve: |c + 4| < 5

Back

-9 < x < 1

Front

Solve: |y - 4| ≥ 8

Back

y ≤ -4 or y ≥ 12

Front

Solve.
|3c - 4| < 12

Back

-2 2/3 < c < 5 1/3

Front

Solve: |5x + 7| < 22

Back

-5 ⅘ < x < 3

Front

Equation for allowable weight range of cracker boxes (should weigh 213g, variance > 5g is rejected).

Back

|w - 213| ≤ 5, 208 ≤ w ≤ 218

Front

| 3c - 5 | < -2

Back

No Solution

Front

| k - 3 | < -1

Back

No Solution

Front

Solve the inequality: | 12 + w | ≥ -5

Back

All Real Numbers

Front

| n + 2 | - 3 ≥ -6

Back

All Real Numbers

Front

What inequality is shown in the picture? Options: x > 6 or x < 0, x > 6 and x < 0, x > 6 or x < 0, x > 6 and x < 0

Back

x > 6 and x < 0