please explain both example $34$ Example $3$: We need a senior programmer to complete ten work assignments, each involving similar but different coding activities. Assume that the senior programmer's can do the second and third work assignments in$,$ respectively, $42\mathrm{.}5$ and $35\mathrm{.}4$ hours. How many hours does the programmer need to perform the $6^$th work assignment? Bxample $4$: Suppose you were required to create a reasonably detailed estimate for developing a new student information and admissions system at a local college. Your firm's programmers average $6$ function points on a person$-$month basis. After speaking with representatives from the college, you know that their request is based on the following screen requirements: inputs $(4),$ outputs $(7),$ interfaces $(12),$ queries $(20),$ and files $(16).$ Further, we have determined that the relative complexity of each of these functions is as follows: inputs $($low$),$ outputs $($medium$),$ interfaces $($high$),$ queries $($medium$),$ and files $($medium$).$ Using this information and the following table, calculate the number of function points for this proiect.