Question $24(1$ point$)$

$1\mathrm{.}4\mathrm{.}13\mathrm{.}7$ Maximum Throughput $(3).$ Consider again the network shown above, with the following link capacities: R$1=10$ Mbps$,$ R$2=25$ Mbps and R$3=50$ Mbps$.$ What is the maximum end$-$to$-$end throughput achieved by each session, assuming the sender is sending to receivers at the maximum rate possible?

Question $24$ options:

Each session achieves a maximum throughput of $5$ Mbps$.$

Each session achieves a maximum throughput of $25$ Mbps$.$

Each session achieves a maximum throughput of $100$ Mbps$.$

The TCP session that travels over the link of capacity R$2=25$ Mbps gets $25$ Mbps$,$ and the session over the the link of capacity R$3=50$ Mbps gets $50$ Mbps$.$

The TCP session that travels over the link of capacity R$2=25$ Mbps gets $35$ Mbps$,$ and the session over the the link of capacity R$3=50$ Mbps gets $60$ Mbps$.$