Make a positive and a negative case
|m + 5| - 5 = m --> |m + 5| = m + 5
Positive:
m + 5 = m + 5 --> m = 0
Negative
m + 5 = -m - 5
2m = -10 --> m = -5
As you can see only answer D satisfy both conditions.
|m + 5| - 5 = m --> |m + 5| = m + 5
Positive:
m + 5 = m + 5 --> m = 0
Negative
m + 5 = -m - 5
2m = -10 --> m = -5
As you can see only answer D satisfy both conditions.









