Here is the assignment

Given the file name of a $.$tsv file read from user input containing student names and the respective course assignment grades, complete a program that performs the following tasks:

Read the input file as a pandas dataframe.

Output the students' names and grades in descending order of Finals scores.

Output each assignment's max score.

Output the median and average of each assignment's scores.

Output the standard deviation of each assignment's scores.

NOTES:

Steps $3$ through $5$ should only require one function for each step. Ex$.$ Finding the max of each assignment uses max$()$

Append $.$to$\_$string$()$ to the end of the function call in order to silence an extraneous line that occurs at the end of the output.

For steps $3,4,$ and $5,$ the functions used will require the parameter numeric$\_$only$=$True to be passed to specify that only numbers will be calculated $($as the input file contains strings for student names$).$

here is my code

import pandas as pd

file$\_$name $=$ input$()$

df $=$ pd$.$read$\_$csv$($file$\_$name, delimiter$=\text{'}\backslash$t$\text{'})$

sorted$\_$df $=$ df$.$sort$\_$values$($by$=$'Final', ascending$=$False$)$

sorted$\_$df$.$reset$\_$index$($drop$=$True, inplace$=$True$)$

print$($sorted$\_$df$.$to$\_$string$($index$=$True$))$

print$("$

Max Scores:"$)$

max$\_$scores $=$ df$.$max$($numeric$\_$only$=$True$)$

print$($max$\_$scores.to$\_$string$())$

print$("$

Median Scores:"$)$

median$\_$scores $=$ df$.$median$($numeric$\_$only$=$True$)$

print$($median$\_$scores.to$\_$string$())$

print$("$

Average Scores:"$)$

average$\_$scores $=$ df$.$mean$($numeric$\_$only$=$True, axis$=0)$

print$($average$\_$scores.to$\_$string$())$

print$("$

Standard Deviation:"$)$

std$\_$dev $=$ df$.$std$($numeric$\_$only$=$True$)$

print$($std$\_$dev.to$\_$string$())$

HLname Fname Midterm$1$ Midterm$2$ Final

$0$ Bradshaw Reagan $969788$

$1$ Charlton Caius $739480$

$2$ Barrett Edan $704559$

$3$ Stern Brenda $908645$

$4$ Mayo Tyrese $886136$

Max Scores:

Midterm$196$

Midterm$297$

Final $88$

Median Scores:

Midterm$188\mathrm{.}0$

Midterm$286\mathrm{.}0$

Final $59\mathrm{.}0$

Average Scores:

Midterm$183\mathrm{.}4$

Midterm$276\mathrm{.}6$

Final $61\mathrm{.}6$

Standard Deviation:

Midterm$111\mathrm{.}304866$

Midterm$222\mathrm{.}634045$

Final $22\mathrm{.}210358$

butLname Fname Midterm$1$ Midterm$2$ Final

$1$ Bradshaw Reagan $969788$

$2$ Charlton Caius $739480$

$0$ Barrett Edan $704559$

$4$ Stern Brenda $908645$

$3$ Mayo Tyrese $886136$

Max Scores:

Midterm$196$

Midterm$297$

Final $88$

Median Scores:

Midterm$188\mathrm{.}0$

Midterm$286\mathrm{.}0$

Final $59\mathrm{.}0$

Average Scores:

Midterm$183\mathrm{.}4$

Midterm$276\mathrm{.}6$

Final $61\mathrm{.}6$

Standard Deviation:

Midterm$111\mathrm{.}304866$

Midterm$222\mathrm{.}634045$

Final $22\mathrm{.}210358$

Here is my output with the minor error of the numbering