Your task consists of creating a Python function called HW

$2$

p

$1$

$\_$

Task

$1$

$\_$

UCusername that works

as follows

$$

$$To call your function, the user will type in the Python Shell, the name of the function

$$

HW

$2$

p

$1$

$\_$

Task

$1$

$\_$

UCusername

$$

$$and the arguments variables a

$,$

$$b

$,$

$$and n

$($

sample size

$)$

$.$

UCusername is what you use to login to CANVAS.

$$

$$Your function will then

o Set the initial value of X to

$0$

$.$

$1$

$$and the initial value of Y to

$0$

$.$

$2$

$.$

o Compute and store the successive values of X in a list using Equations

$($

$3$

$)$

$$and

$($

$4$

$)$

$.$

$$This

should be done using a repetition structure

$($

for or while loop

$)$

$$and Python

$$

s append

built

$-$

in function for adding on to lists.

o Compute the number of bins based on the sample size and using the Equation

$($

$1$

$)$

o Compute the width of each bin using Equation

$($

$2$

$)$ o Store the frequency distribution in Python as a list, i$.$e$.,$ the number of elements of X in

each bin. Complete this step using repetition structures $($for or while loop$)$ and Python$$s

append built$-$in function. The goal is to generate a repetition structure that will adjust

based on the number of bins, see the third hint below for more guidance.

o Print the list with the frequency distribution to Python Shell.