Answer:
b < –2 or b > 2
Step-by-step explanation:
The given expresion is
[tex] |b| \: > \: 2[/tex]
By the definition of absolute value function.
|x|=x, if x>0
|x|=-x, if x<0
This implies that:
[tex] b \: > \: 2 \: or \: - b \: > \: 2[/tex]
Divide the second inequality by -2 and reverse the sign
[tex]b \: > \: 2 \: or \: b \: < \: - 2[/tex]
Option B is correct
