A client $($C$)$ requests a web page from a server $($S$).$ The web page has $5$ identical objects, inclusive of the base HTML file, each of which is $6-$Megabit in size. The round$-$trip time between C and $S$ is mainly due to the propagation delays over an optical link. The distance between C and S is $14000km.$ The transmission bit rates of C and S are $30$ Mbps and $200Mbps,$ respectively. Calculate the following times in milliseconds. Round your answers to the nearest integer

The time it takes to establish the TCP connection is $$ ms$.$

The transmit time of an object by $S$ is $$ ms$.$

Using HTTP$1\mathrm{.}0,$ the total time is $$

Using HTTP$1\mathrm{.}1$ without pipelining, the total time $$ ms$.$

Using HTTP$1\mathrm{.}1$ with pipelining, the total time is $$ ss$.$