CS计算机代考程序代写 discrete mathematics MAST30012 Discrete Mathematics

MAST30012 Discrete Mathematics

About the Exam

Sanming Zhou
School of Mathematics and Statistics

The University of Melbourne

MAST30012 Exam

I Zoom-supervised exam

I Reading time: 30 minutes (including printing time)

I Writing time: 3 hours

I Upload time: 30 minutes

I Total mark: 160

About the Final Exam page
https://canvas.lms.unimelb.edu.au/courses/108498/

pages/about-the-final-exam

contains information and advice on Zoom-supervised exams. Read
carefully!

https://canvas.lms.unimelb.edu.au/courses/108498/pages/about-the-final-exam
https://canvas.lms.unimelb.edu.au/courses/108498/pages/about-the-final-exam

Authorised / unauthorised materials

I Closed-book exam

I No books, notes or other printed or handwritten material are
permitted.

I No ‘cheat’ sheets are allowed.

I No material on the internet can be used.

I No calculators are permitted.

I No headphones or earphones are permitted.

I Pens, pencils, rubbers and rulers may be used.

Pre-exam consultations

I Sanming
I 11:00–13:00 (AEST) Friday 5 November
I 14:00–16:00 (AEST) Friday 5 November
I Zoom link: TBA

I Tutor
I 14:00–16:00 (AEST) Monday 8 November
I Zoom link: TBA

What is not in the exam

I Intermediate Value Theorem [Section 30, LN]

I Brouwer Fixed Point Theorem [Section 32, LN]
(However, Sperner’s Lemma and its applications may be
examined.)

I Asymptotics from generating functions [Section 45, LN]
(However, generating functions themselves may be examined.)

I Generating function via changes of variables [Part of Section
46, p.116 LN]
(However, Motzkin paths themselves may be examined.)

I Surface returns [Part of Section 47, pp.117–119 LN]
(However, Dyck paths themselves may be examined.)

I Parenthesised expressions [Section 48, LN]

I Error-correcting codes [Section 73, LN]

I Pattern avoiding permutations [Section 74, LN]
(However, permutations themselves may be examined.)

I Rubik’s cube [Section 75, LN]

What might be in the exam: everything else!

I everything else

I everything else

I everything else

Tips

I Lecture notes: Read carefully

I Practice class sheets: Work through all questions

I Previous exam papers: Two are available on the LMS. More
exam papers on Library website.

I Revision problems: A set of revision problems (with answers)
will be released soon

I Presentation of solutions: Present your solutions in a clear,
logical, precise and succinct way

I Marks: Marks will be deducted for incomplete working,
insufficient justification, unclear proofs or incorrect notation