Prefix Match |
Interface |
00 |
0 |
010 |
1 |
011 |
2 |
10 |
2 |
11 |
3 |
For each of the four interfaces, give the associated range of destination host addresses and the number of addresses in the range.
Solution:
It is given that the network uses 8 - bit IP addresses.
For Interface 0, one prefix is given - 00
Lowest IP address for this will be when the rest 6 bits are all 0
i.e. 00000000 = 0
Highest IP address will be when the rest 6 bits are all 1 i.e.
00111111 = 63
So Range of addresses is 00000000 - 00111111 i.e., 0 -
63
Number of destination host addresses = 64
For interface 1, one prefix is given - 010
Lowest IP address for this will be when the rest 5 bits are all 0
i.e. 01000000 = 64
Highest IP address will be when the rest 5 bits are all 1 i.e.
01011111 = 95
So Range of addresses is 01000000 - 01011111 i.e., 64 -
95
Number of destination host addresses = 32
For interface 2, two prefixes are given - 011, 10
We have to analyze both separately and then combine the
result.
For 010:
Lowest IP address for this will be when the rest 5 bits are all 0
i.e. 01100000 = 96
Highest IP address will be when the rest 5 bits are all 1 i.e.
01111111 = 127
So Range of addresses for the prefix 010 is: 01100000 -
01111111 i.e., 96 - 127
Number of destination host addresses = 32
For 10:
Lowest IP address for this will be when the rest 6 bits are all 0
i.e. 10000000 = 128
Highest IP address will be when the rest 6 bits are all 1 i.e.
10111111 = 191
So Range of addresses for the prefix 10 is: 10000000 -
10111111 i.e., 128 - 191
Number of destination host addresses = 64
Total range for the interface 2: 01100000 - 10111111 i.e.,
96 - 191
Number of destination host addresses =
96
For Interface 3, one prefix is given - 11
Lowest IP address for this will be when the rest 6 bits are all 0
i.e. 11000000 = 192
Highest IP address will be when the rest 6 bits are all 1 i.e.
11111111 = 255
So Range of addresses is 11000000 - 11111111 i.e., 192 -
255
Number of destination host addresses = 64
Summary:
Interface | Range of addresses | Number of addresses |
0 | 0 - 63 | 64 |
1 | 64 - 95 | 32 |
2 | 96 - 191 | 96 |
3 | 192 - 255 | 64 |
Hope this helps
If you have any doubt feel free to comment
Thank You!!
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