Q$\mathrm{.}2\mathrm{.}2$How to solve

$($a$)$ Using equations $(2\mathrm{.}15)$ and $(2\mathrm{.}14),$ write out a complete algorithm in a style similar to Fig. $2\mathrm{.}2($including unit checks$)$ for a kMC simulation of N$,($t$)$ for Tylenol elimination with an elimination rate constant of $ke=0\mathrm{.}31h1.$ Start with $No=100$ Tylenol molecules in box $1.$

Equation $(2,15)(214){}_t=\frac{1}{}=\frac{1}{Nk}$

$($b$)$ Calculate steps $0$ through $4$ of your algorithm by hand, i$.$e$.,$ using a calculator. Write your answer in the form of an output table. Really long hint: You should do parts $($a$)$ and $($b$)$ of this question together. Your answer to part $($b$)$ will help you figure out what to write in part $($a$).$ For example, Step $0$ should describe how to fill in row $0$ of the table and Step $1$ should describe how to fill in row $1.$

Your sim algorithm should include the following parameters

No $=100$ Number of Tylenol molecules in the body at time $0$

$Ke(\frac{1}{h})=0\mathrm{.}31$ Rate constant for elimination $($per hour$)$ and the following variables

Step Counter for the number of simulation steps

$1(\frac{1}{h})$ Average rate of jumps $($per hour$)$

At $($h$)$ Time$-$step $($in hours$)$ Note: At is a variable in this algorithm

$t($h$)$ Time since the dose was taken $($in hours$)$

Ny Number of Tylenol molecules in the body $($box $1)$

$\backslash$table$[[$Step$,(\frac{1}{h}),t(h),t(h),N_{1}1($a$)$ Using equations $(2\mathrm{.}15)$ and $(2\mathrm{.}14),$ write out a complete algorithm in a style similar to Fig. $2\mathrm{.}2($including unit checks$)$ for a kMC simulation of $N_1(t)$ for Tylenol elimination with an elimination rate constant of $k_e=0\mathrm{.}31h^{-1}.$ Start with $N_0=100$ Tylenol molecules in box $1.$

$($b$)$ Calculate steps $0$ through $4$ of your algorithm by hand, i$.$e$.,$ using a calculator. Write your answer in the form of an output table.

Really long hint: You should do parts $($a$)$ and $($b$)$ of this question together. Your answer to part $($b$)$ will help you figure out what to write in part $($a$)$ example, Step $0$ should I need help doing the algorithim for part$($ a $)$steps $2,3,$ and $4$ of the alagorithim and d unit check and for part $($b $)$ I need help doing steps $2,3,$ and $4$ on the out put table