Given a function of two parameters x and y$,$ we want to create a file with a table of function values. The left column of the table contains y values in decreasing order as we go down the rows, and the last row contains the x values in increasing order. That is$,$ the first column and the last row act like numbers on an x and y axis in a coordinate system. The rest of the table cells contains function values corresponding to the x and y values for the respective rows and columns. For example, if the function formula is x C$2$y$,$ x runs from $0$ to $2$in steps of $0\mathrm{.}5,$ and y run from $1$to $2$in steps of $1,$ the table looks as follows: The task is to write a function: def write$\_$table$\_$to$\_$file$($f$,$ xmin, xmax, nx$,$ ymin, ymax, ny$,$ width$=10,$ decimals$=$None, filename$=$table.dat$)$:where f is the formula, given as a Python function; xmin, xmax, ymin, and ymax are the minimum and maximum x and y values; nx is the number of intervals in the x coordinates $($the number of steps in x direction is then $($xmax$-$xmin$)/$nx$)$; ny is the number of intervals in the y coordinates; width is the width of each column in the table $($a positive integer$)$; decimals is the number of decimals used when writing out the numbers $($None means no decimal specification$),$ and file name is the name of the output file. For example, width$=10$and decimals$=1$gives the output format $\%10\mathrm{.}1$g$,$ while width$=5$ and decimals$=$None implies $\%5$g$.$