Problem $6/$ Mat labGrader $(6$ points, CCO#I $)$

Write a script to find $N_{\text{m}\text{i}\text{n}},$ the smallest possible value for $N$ in Eq$.(1)$ so that $ln(5)$ evaluated using myLog with Matlab's default double precision arithmetics is exact when written as a half$-$precision binary floating point number in engineering notation. Use decimal$2$binary developed in Module I to answer this question and do not use Matlab's half $().$ Just setting $N_{\text{m}\text{i}\text{n}}$ without an algorithm to find its value will not give any credit.

Notes for the MatlabGrader script submission:

Comment out clear or clear all in your script when submitting to MatlabGrader.

Store the answer in the variable Nmin.

Do not include the source code for myLog or decima$12$binary in your submission. Correct versions are used automatically on Matlab Grader.

Required submission:

$\frac{?}{\text{b}\text{a}\text{r}}()$ well commented script source code submitted to Canvas link "Exam $1-$Problem $6"$;