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The initial value of the 'time to live' field of an IP datagram is DD (hexadecimal system). The datagram has already visited AA (hexadecimal system) routers. How many routers can this datagram visit before being dropped (use the hexadecimal system)?

a) Perform hexadecimal subtraction to determine the remaining routers
b) Discuss the significance of the 'time to live' field in IP datagrams
c) Analyze the relationship between initial and visited routers in hexadecimal
d) Calculate the maximum number of routers the datagram can visit

1 Answer

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Final answer:

The 'time to live' (TTL) field in an IP datagram represents the maximum number of routers that the datagram can visit before being dropped. The TTL field is significant in preventing datagrams from circulating endlessly in a network.

Step-by-step explanation:

The 'time to live' (TTL) field in an IP datagram represents the maximum number of routers that the datagram can visit before being dropped. The initial value of the TTL field is given as DD in hexadecimal, and the datagram has already visited AA routers.

To determine the remaining routers the datagram can visit, we need to perform hexadecimal subtraction. So, the remaining routers can be calculated as DD - AA = 23 (decimal), which is equivalent to 17 in hexadecimal.

The TTL field is significant because it helps prevent datagrams from circulating endlessly in a network. Each time a router receives a datagram, it decrements the TTL value by 1. If the TTL reaches 0, the datagram is discarded. This ensures that datagrams do not loop indefinitely and helps in network efficiency.

The relationship between the initial TTL value and the visited routers can be analyzed by subtracting the number of visited routers from the initial TTL value.

The maximum number of routers the datagram can visit is equal to the initial TTL value, which in this case is DD (hexadecimal) or 221 (decimal).

User Daniil Harik
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