Please zoom in on the image since chegg no longer allows for more than one image. Please provide sample code with matching outputs and passing test cases. I will provide the files below so you can see them, please use thos and explain hot to convert to csv$.$ Thank you!

Please look up the files they should pop up it is not letting me upload them here.

Rest of instructions:

Does it follow the law?

The other thing you should determine is if the data follows Benford$$s Law. For the purposes of this PA$,$ a data set will follow Benford$$s law if the percentage of occurrences of each digits follows the following percentages, plus $10\%$ or minus $5\%.$

digit percent $(-5,+10)$

$130\%$

$217\%$

$312\%$

$49\%$

$57\%$

$66\%$

$75\%$

$85\%$

$94\%$

list$\_$of$\_$numbers $=$ csv$\_$to$\_$list$("$places$.$csv$")$

assert list$\_$of$\_$numbers $==["1234","145","10","1700","1729","1711","219",\backslash$

$"231","20001","301","3879","404","40123","505",\backslash$

$"502","601","712","81231","91231"]$

counts $=$ count$\_$start$\_$digits$($list$\_$of$\_$numbers$)$

percentages $=$ digit$\_$percentages$($counts$)$

assert check$\_$benfords$\_$law$($percentages$)==$ True

Test cases

populations.csv does follow Benford$$s Law

stocks.csv does follow Benford$$s Law

random$\_$numbers.csv does NOT follow Benford$$s Law