Post subject: Subnetting & VLSM Posted: Wed Nov 09, 2011 9:43 pm
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Hey Everybody,
I have something I would like to share. I am just starting to study for my CCNA, and like others found subnetting difficult. I searched the Internet for an easier way, some I liked, some I didn't. I have a method I use now that not only made it easier for me but also helped me understand VLSM. I have not seen this method anywhere, but I am not an expert (yet). I would like to ask your collective opinion about it, if I may.
31* - point to point connections only
32 - invalid
It was helpful for me to think about subnets as groups, like in the chart above, for example /25 is two groups of 128 (0-127 & 128-255) so weather I have the mask or prefix I can quickly determine the group range using simple math. Another example; 192.168.134.109/21 I know the mask is 248 working on the third octet and the group range is 8, so in this example the first divisible multiple of 8 is 128 so the network number is 192.168.128.0 and the broadcast is 192.168.135.255 and total hosts = 2046 (8x256-2). Once I started thinking about subnets as groups VLSM fell into place. Using the two groups of 128 as an example /26 could now subdivide one of the two groups into a smaller group of 64 (0-63). So as an example 192.168.100.0/25 could be 192.168.100.0 to 192.168.100.127 & 192.168.100.128 to 192.168.100.255, using one group to further subnet you could have 192.168.100.0/26 that would be 192.168.100.0 to 192.168.100.63, you could keep subnetting as long as the groups add up. Has anyone seen this before?
Help others: Review your books and training products here
Yeah, i've seen that method, it's in all the books, i don't think it's faster and it doesn't explain VLSM. With the group method you can quickly calculate multiples of ranges. Also for VLSM there can be 2 groups of 128 or 1 group of 128 and 2 groups of 64 or 2 groups of 64 and 4 groups of 32, as long as it adds up to 256.
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