Answer:
Checksum (msg + checksum) = 0000
Step-by-step explanation:
Given: E3 4F 23 96 44 27 99 F3
To calculate the check sum, we must divide the block into 4 blocks
0X E34E
0X 2396
0X 4427
0X 99F3
Addition of hexadecimal blocks.
E34F 1110 0011 0100 1111
2396 0010 0011 1001 0110
111 11 111 1
10000 0110 11011 100101
4427 0100 0100 0010 0111
11 11 11
10100 1011 0000 1100
99F3 1001 1001 1111 0011
11 11
1 1110 0100 1111 1111
E 4 F F (ADDITION OF CHECKSUM)
Complement of checksum I A 0 0
We avoid exhabit 'I'
At receiver msg + checksum
⇒ E 4 F F
I A 0 0
F F F F
Complement is 0000 , i.e noise or error is "0" at receiver
= 0000