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Please answer all of the questions. Also, please review my answers to see if they are correct. 74.119.98.141/19 64 4 1 128 0 Power of
Please answer all of the questions. Also, please review my answers to see if they are correct.
74.119.98.141/19 64 4 1 128 0 Power of 2 Bit Amount Remaining 16 0 2 7 8 1 32 0 10 1 0 O 74 74 2 2. o 1 2 16 64 8 128 32 4 1 1 1 1 0 Power of 2 Bit Amount Remaining 3 1 119 119 7 7 53 23 2 4 8 32 64 16 1 1 128 1 D 0 Power of 2 Bit Amount Remaining 5 1 UN 141 13 1 13 13 3 13 2 1 4 64 32 128 8 O 16 0 2 Power of 2 Bit Amount Remaining o 2 2 98 98 34 2 010010100LHO MOLDOVI DIO000110 Our dotted decimal network address is: The first 19 characters are our network identifier: 010010100 momo Pad this to 32 characters: Binary Network identifier address: Now we plug this back in to come up with the dotted decimal network address of the network identifier: 2 4 1 16 64 32 8 128 Power of 2 Bit Cumulative Amount 128 64 32 16 8 4 2 1 Power of 2 Bit Cumulative Amount 128 64 32 16 8 4 1 Power of 2 Bit Cumulative Amount 128 64 32 16 8 4 2 1 Power of 2 Bit Cumulative Amount So the dotted decimal notation of our network identifier address is: This means our IP is [ ] with a network identifier of [ ] 10. For each of the examples given, extract the network identifier and expressit in dotted decimal notation. Take advantage of the shortcut described in step 9. When converting from binary to decimal or vice-versa, use the tables provided below. 208.73.211.230/25 64 32 16 128 00 4 2 1 Power of 2 Bit Amount Remaining Binary: We now convert this back to decimal. 128 64 32 16 8 4 2 1 Power of 2 Bit Cumulative Amount Therefore our network identifier is: [ ] for the address of 208.73.211.230208.73.211.230/23 2 4 1 128 64 32 16 8 Power of 2 Bit Amount Remaining Binary: We now convert this back to decimal. 1 2 4 8 16 64 32 128 Power of 2 Bit Cumulative Amount Therefore our network identifier is: [ ] for the address of 208.73.211.230Step by Step Solution
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