A router, R in Fig. $2,$ is used to network three subnets, A$,$ B and C$.$ Subnet A has $35$

hosts, subnet B has $38$ hosts and finally, subnet C has $79$ hosts. The subnets share the

address space $147\mathrm{.}252\mathrm{.}82\mathrm{.}0/23.$

Assign subnet addresses to each of the subnets A$,$ B and C so that the address space is

assigned efficiently. Leave the largest possible contiguous address space for assignment

if a new subnet were to be added in future.

$($i$)$ Does $147\mathrm{.}252\mathrm{.}82\mathrm{.}0/23$ correspond to a public or a private IPv$4$ address space?

$($ii$)$ How many hosts are available on the network $147\mathrm{.}252\mathrm{.}82\mathrm{.}0/23?$

$($iii$)$ What is the subnet address of subnet A$?$

$($iv$)$ What is the broadcast address of subnet A$?$

$($v$)$ What is the first valid host address on subnet A$?$

$($vi$)$ What is the last valid host address on subnet A$?$

$($vii$)$ What is the subnet address for subnet B$?$

$($viii$)$ What is the broadcast address of subnet B$?$

$($ix$)$ What is the first valid host address on subnet B$?$

$($x$)$ What is the last valid host address on subnet B$?$

$($xi$)$ What is the subnet address of subnet C$?$

$($xii$)$ What is the broadcast address of subnet C$?$

$($xiii$)$ What is the first valid host address for subnet C$?$

$($xiv$)$ What is the last valid host address for subnet C$?$