Answer:
2<n<6
Step-by-step explanation:
The given inequality is 3 - |4-n| > 1
Since |4-n| is the absolute value
So ( 4-n ) may be negative or positive.
For positive value of ( 4-n )
3-( 4-n ) > 1
3-4+n>1
n>2
For negative value of (4-x)
3+( 4-n )>1
3 + 4-n >1
7 - n > 1
-n> 1 -7
-n > -6
n < 6
2<n<6 is the solution of the inequality.
