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In an engineering college, the network administrator has IP $208.10.128.0/24$. He needs to divide this network into $4$ segments $(ECE = 60, CSE = 120, EEE = 30, MEC = 30)$. ECE block got $208.10.128.0/26$ as its address. Then what will be MEC block address?

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CSE must be alloted 208.10.128.1000 0000/25, since it has 120 hosts. We are now left with a block 208.10.128.0100 0000/26 because a block 208.10.128.0000 0000/26 is already alloted to ECE. Block 208.10.128.0100 0000/26 can further be divided into 2 blocks 208.10.128.0100 0000/27 and 208.10.128.0110 0000/27 to accomodate 30 hosts each, so anyone of them can be alloted to MEC.
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There are 2^(232 − 24) = 256 addresses in this block. The first address is 208.10.128.0/24; the last address is 14.24.74.255/24

[A] ECE :The number of addresses in the second subblock is not  a power of 2 either. We allocate 64 addresses.The subnet mask is 26. The first address in this block is   208.10.128.0/26; the last address is 208.10.128.59/26

[B] CSE :The number of addresses in the first subblock is not a power of 2. We allocate 128 addresses.The subnet  mask is 25.The       first address is 208.10.128.60/25; the last address is 208.10.128.179/25

[C] EEE : First address 208.10.128.180/27 the last address 208.10.128.209/27

[D] MEC :First address 208.10.128.210/27 the last address 208.10.128.239/27

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