Match the concepts to the $($address$)$ examples.

Question $8$ options:

$12345678910$

e$.$g$.,$ A$8-$B$8-$C$7-$D$7-$E$6-$F$5$

$12345678910$

Binary numbers

$12345678910$

e$.$g$.,255\mathrm{.}255\mathrm{.}240\mathrm{.}0$

$12345678910$

e$.$g$.,$ fe$80$::d$857$:$40$ba:$1$a$03$:$265$b

$12345678910$

e$.$g$.,$ SMUNET.SMU.CA

$12345678910$

Subnet

$12345678910$

e$.$g$.,172\mathrm{.}18\mathrm{.}33\mathrm{.}93$

$12345678910$

e$.$g$.,127\mathrm{.}0\mathrm{.}0\mathrm{.}10$

$12345678910$

e$.$g$.,239\mathrm{.}55\mathrm{.}82\mathrm{.}0/8$

$12345678910$

e$.$g$.,142\mathrm{.}192\mathrm{.}255\mathrm{.}255$

$1.$

Computers logically grouped by IP Address number

$2.$

MAC address

$3.$

IP v$6$ Address

$4.$

Subnet mask $($variable length$)$

$5.$

Loop back address $($address used by a router to communicate with itself$)$

$6.$

IPv$4$ Private address

$7.$

IPv$4$ Broadcast address $($broadcast to allcomputers on a particular network$)$

$8.$

IPv$4/$v$6$ addresses are all

$9.$

IPv$4$ reserved address for multicasting

$10.$

Application layer address