Solve the problem.
-A company training program determines that, on average, a new employee can do $\mathrm{P}(\mathrm{s})$ pieces of work per day after $s$ days of on-the-job training, where $P(s)=\frac{80+48 s}{s+5}$. Find $\lim _{s \rightarrow 3} P(s)$.
A) 75 pieces of work per day
B) 28 pieces of work per day
C) 45 pieces of work per day
D) does not exist

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The Answer of Solve the problem.
-A company training program determines that, on average, a new employee can do $\mathrm{P}(\mathrm{s})$ pieces of work per day after $s$ days of on-the-job training, where $P(s)=\frac{80+48 s}{s+5}$. Find $\lim _{s \rightarrow 3} P(s)$.
A) 75 pieces of work per day
B) 28 pieces of work per day
C) 45 pieces of work per day
D) does not exist

Solve the Problem P(s)\mathrm{P}(\mathrm{s})P(s) Pieces of Work Per Day After sss Days of On-The-Job Training, Where

Solve the Problem $\mathrm{P}(\mathrm{s})$ Pieces of Work Per Day After $s$ Days of On-The-Job Training, Where