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For each of the following Class B networks, state the subnet mask using CIDR, dotted binary and dotted decimal notation. Write down the network address

For each of the following Class B networks, state the subnet mask using CIDR, dotted binary and dotted decimal notation. Write down the network address and broadcast address.

169.0.0.0

SM (CIDR) =

SM (dotted binary) =

SM (dotted decimal) =

NA (dotted decimal) =

BA (dotted decimal) =

169.1.0.0

SM (CIDR) =

SM (dotted binary) =

SM (dotted decimal) =

NA (dotted decimal) =

BA (dotted decimal) =

How many IP addresses are in each of the Class B networks (exponential and exact non-exponential form)?

Use supernetting to combine the two Class B networks listed above. State the subnet mask used to combine the two Class B networks (CIDR, dotted binary and dotted decimal). State the network address and broadcast address for the combined network.

SM (CIDR) =

SM (dotted binary) =

SM (dotted decimal) =

NA (dotted decimal) =

BA (dotted decimal) =

How many IP addresses are in the combined network (exponential and exact non-exponential form)?

For each of the following Class A networks, state the subnet mask using CIDR, dotted binary and dotted decimal notation. Write down the network address and broadcast address.

66.0.0.0

SM (CIDR) =

SM (dotted binary) =

SM (dotted decimal) =

NA (dotted decimal) =

BA (dotted decimal) =

67.0.0.0

SM (CIDR) =

SM (dotted binary) =

SM (dotted decimal) =

NA (dotted decimal) =

BA (dotted decimal) =

Approximately how many IP addresses are in each of the Class A networks (exponential and approximate non-exponential form)?

Use supernetting to combine the two Class A networks listed above. State the subnet mask used to combine the two Class A networks (CIDR, dotted binary and dotted decimal). State the network address and broadcast address for the combined network.

SM (CIDR) =

SM (dotted binary) =

SM (dotted decimal) =

NA (dotted decimal) =

BA (dotted decimal) =

How many IP addresses are in the combined network (exponential and approximate non-exponential form)?

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