Which of the following equations have no solution? Select all that apply.

A) |x + 3| = 3

B) - |x + 3| = 3

C) |x + 3| + 3 = 3

D) |x + 3| + 6 = 3

Question

Justice Meza

Mathematics

4 December, 06:32

Which of the following equations have no solution? Select all that apply.

A) |x + 3| = 3

B) - |x + 3| = 3

C) |x + 3| + 3 = 3

D) |x + 3| + 6 = 3

+4

Answers (1)

Know the Answer?

Rafael Reynolds · Answer 1

B) - |x + 3| = 3

D) |x + 3| + 6 = 3

Step-by-step explanation:

A) |x + 3| = 3

B) - |x + 3| = 3

Divide by - 1

|x + 3| = - 3

Absolute values are 0 or positive so this cannot have a solution

C) |x + 3| + 3 = 3

Subtract 3 from each side

|x + 3| + 3-3 = 3-3

|x + 3| = 0

D) |x + 3| + 6 = 3

Subtract 6 from each side

|x + 3| = - 3

Absolute values are 0 or positive so this cannot have a solution

Which of the following equations have no solution? Select all that apply.A) |x + 3| = 3B) - |x + 3| = 3C) |x + 3| + 3 = 3D) |x + 3| + 6 = 3

Which of the following equations have no solution? Select all that apply.

A) |x + 3| = 3

B) - |x + 3| = 3

C) |x + 3| + 3 = 3

D) |x + 3| + 6 = 3