Suppose in a web browser, you click on the www.gate-2023.in URL. The browser cache is empty. The IP address for this URL is not cached in your local host, so a DNS lookup is triggered (by the local DNS server deployed on your local host) over the 3-tier DNS hierarchy in an iterative mode. No resource records are cached anywhere across all DNS servers.
Let RTT denote the round trip time between your local host and DNS servers in the DNS hierarchy. The group trip time between the local host and the web server hosting www.gate-2023.in is also equal to RTT. The HTML file associated with the URL is small enough to have negligible transmission time and negligible rendering time by your web browser, which references 10 equally small objects on the same web server.
Which of the following statements is/are CORRECT about the minimum elapsed time between clicking on the URL and your browser fully rendering it?
The forwarding table of a router is shown below.
Subnet Number | Subnet Mask | Interface ID |
---|---|---|
200.150.0.0 | 255.255.0.0 | 1 |
200.150.64.0 | 255.255.224.0 | 2 |
200.150.68.0 | 255.255.255.0 | 3 |
200.150.68.64 | 255.255.255.224 | 4 |
Default | 0 |
A packet addressed to a destination address 200.150.68.118 arrives at the router. It will be forwarded to the interface with ID _______________.
Consider a 3-stage pipelined processor having a delay of 10 ns (nanoseconds), 20 ns, and 14 ns, for the first, second, and the third stages, respectively. Assume that there is no other delay and the processor does not suffer from any pipeline hazards. Also assume that one instruction is fetched every cycle.
The total execution time for executing 100 instructions on this processor is ___________ ns.
A keyboard connected to a computer is used at a rate of 1 keystroke per second. The computer system polls the keyboard every 10 ms (milli seconds) to check for a keystroke and consumes 100 $$\mu$$s (micro seconds) for each poll. If it is determined after polling that a key has been pressed, the system consumes an additional 200 $$\mu$$s to process the keystroke. Let $$T_1$$ denote the fraction of a second spent in polling and processing a keystroke.
In an alternative implementation, the system uses interrupts instead of polling. An interrupt is raised for every keystroke. It takes a total of 1 ms for servicing an interrupt and processing a keystroke. Let $$T_2$$ denote the fraction of a second spent in servicing the interrupt and processing a keystroke.
The ratio $${{{T_1}} \over {{T_2}}}$$ is __________. (Rounded off to one decimal place)