Consider a simple Turing Machine, Tadd, that only does addition on two inputs to produce thesum as its output:a$+$bTaddWe can sum $8$ inputs $($a through h$)$ by connecting together seven of these simple machines:Tadd$1$Tadd$3$bCTadd$2$Tadd$4$Tadd$6$Tadd$7$sumTadd$5$Assume the following:each Turing Machine is very slow and takes $1$ second to output the result of its addition each Turing Machine can run simultaneously.each Turing Machine can only do its addition when both of