Assume you request a webpage with a base HTML file of size $1$ kbyte. The base HTML file references five images, which all images have the same size of $50$ kbytes. Assume that the download rate is $1$ Mbps$,$ and the round$-$trip time $($RTT$)$ is $100$ ms$.$ Assume no DNS name query is needed and the impact of the request line and the headers in the HTTP messages is negligible. How long does it take to obtain the whole webpage under the following conditions? $($Note that M $=106,$ k $=103)$

i$.$ Non$-$persistent HTTP with no parallel TCP connections. $[5$ marks$]$

ii$.$ Persistent HTTP$.[5$ marks$]$