Consider the flow network with source $s,$ terminal $t,$ and edge capacities as shown below.

$($If more than one choice is correct, then select the red choice.$)$

a$.$ The maximum flow value is less than the capacity of every st$-$cut.

b$.$ The maximum flow value and the minimum cut capacity are both at least $99.$

c$.$ None of the other choices.

d$.$ More than one of the other choices are correct.

e$.$ The capacity of the cut$(x,\stackrel{}{x}),$ where $x=\{s,a,b,c\}$ is more than $130.$

f$.$ The minimum cut capacity is less than $95.$

Consider the flow network with source $s,$ terminal $t,$ and edge capacities as shown below.

$($If more than one choice is correct, then select the red choice.$)$

a$.$ The maximum flow value is less than the capacity of every st$-$cut.

b$.$ The maximum flow value and the minimum cut capacity are both at least $99.$

c$.$ None of the other choices.

d$.$ More than one of the other choices are correct.

e$.$ The capacity of the cut$(x,\stackrel{}{x}),$ where $x=\{s,a,b,c\}$ is more than $130.$

f$.$ The minimum cut capacity is less than $95.$