一站式論文代寫,英国、美国、澳洲留学生Essay代寫—FreePass代写

c++代寫-PHYS3071/7073-Assignment 4
時間:2021-08-27
Computational Physics – PHYS3071/7073 School of Mathematics and Physics
University of Queensland
Instructor: Pat Scott
Due: August 31, 4pm
Assignment 4 — The Superspreader
Question 1.
You are an infectious diseases physician working at the Princess Vanellope Hospital for the
Digitally Challenged. You are a committed doctor / generous soul / like to live dangerously /
all of the above, so you’re currently seeing one (different) COVID positive patient each week.
You rock the PPE like nobody else, but there is still at least a 1% chance that you will catch
COVID from any given positive patient that you see. If that person is younger than 40, the
probability goes up to 2%; if they are younger than 30, it goes up to 3%. If they are older
than 70, it also goes up to 3%.
You also take weekly night classes in quantum cryptozoology organised by the folks from the
local node of TWEET (the ARC Centre of Excellence for Terrifically Weird but Enticingly Eco-
nomical Technologies). You sit so far away from the other students that you’re not completely
convinced that they even exist. However, you often go and ask the lecturer fun questions
like “Is the US Government suppressing the real truth about Bigfoot?” in person after class.
Despite the lecturer’s claims to need to “hurry up and catch a train” most weeks, there’s about
a one in 10 chance per lecture that if you have COVID, you will pass it on to the lecturer.
Princess Vanellope Hospital’s catchment area is sufficiently large that the age distribution
of its patients is pretty representative of Australia as a whole. Consider the age data in
age.csv, on the age distribution of confirmed COVID cases up to Aug 7 in Australia, to be a
reasonable bootstrap estimate of the overall probability distribution for the ages of COVID
sufferers in Australia (and therefore at Princess Vanellope Hospital). These data come from
http://www.covid19data.com.au/demographics (and are the only thing in this assignment not
completely invented).
By Monte Carloing the possible outcomes, work out the probability in a 3-month period
that you will get COVID and pass it on to your night class lecturer. Make sure to either
demonstrate, or better yet, guarantee within the structure of your code, that your estimate
is properly numerically converged. Make a plot showing the counts of your samples from
the distribution of ages, demonstrating that your samples do indeed reproduce the target
distribution.
Computational Physics Assignment 4 Semester 2 20211
Question 2.
You’re not really very happy with the level of risk that this implies for your fantastically
inspiring lecturer. What would you do if you couldn’t learn about quantum cryptozoology
from such an authority? To mitigate this, would you be better off
a) Refusing to see any COVID patients under 30?
b) Refusing to see any COVID patients under 40?
c) Refusing to see any COVID patients over 70?
d) Just attending every second night class via Zoom?
Again, make plots showing that the counts of your samples from the distributions of ages do
indeed reproduce the target distributions.
Health warning: This assignment is a work of fiction. Any resemblance to real numbers living
or dead is purely coincidental. May you suffer the wrath of Boris the hamster if you treat them as
otherwise.
Grading
A : /50% Code: Does the program run and produce the correct output?
B : /15% Usability: Is the program easy to use? Are the input requirements and output
formatting easy to understand?
C : /15% Readability: Is the program easy to read and comprehend? Is it well-commented?
If the code is sufficiently complex, has it been broken up into manageable subroutines, each of
which is well-documented?
D : /10% Accuracy: are you able to identify the action that will best protect your lecturer?
E : /10% Presentation (Plots): Do(es) the plot(s) clearly convey the results? Are the axes
and the plot items clearly labeled? Was the correct style (points or lines) used for each item?
Total: /100%
Prepared by Pat Scott on August 10, 2021.
Computational Physics Assignment 4 Semester 2 20212

學霸聯盟

在線客服

售前咨詢
售后咨詢
微信號
Essay_Cheery
微信
专业essay代写|留学生论文,作业,网课,考试|代做功課服務-PROESSAY HKG 专业留学Essay|Assignment代写|毕业论文代写-rushmyessay,绝对靠谱负责 代写essay,代写assignment,「立减5%」网课代修-Australiaway 代写essay,代写assignment,代写PAPER,留学生论文代写网 毕业论文代写,代写paper,北美CS代写-编程代码,代写金融-第一代写网 作业代写:CS代写|代写论文|统计,数学,物理代写-天天论文网 提供高质量的essay代写,Paper代写,留学作业代写-天才代写 全优代写 - 北美Essay代写,Report代写,留学生论文代写作业代写 北美顶级代写|加拿大美国论文作业代写服务-最靠谱价格低-CoursePass 论文代写等留学生作业代做服务,北美网课代修领导者AssignmentBack