MAST10009 ACCELERATED MATHEMATICS 2 (2014):
Question 1
Assignment 1: Suggested Solutions
Use the N denition of convergence of a sequence to prove that
n2 + 1
1
= .
n 2n2 1
2
lim
Suggested solution With n 1 we have
2n2 + 2 (2n2 1)
3
3
3
n2 + 1
1
3
3
=
=
=

THE UNIVERSITY OF MELBOURNE
DEPARTMENT OF MATHEMATICS AND STATISTICS
SEMESTER 2, 2009
620-158 ACCELERATED MATHEMATICS 2
Exam duration Three hours
Reading time 15 minutes
This paper has 5 pages, including this cover sheet.
Instructions to Invigilators:
Ini

THE UNIVERSITY OF MELBOURNE
DEPARTMENT OF MATHEMATICS AND STATISTICS
SEMESTER 2, 2011
MAST10009 ACCELERATED MATHEMATICS 2
Exam duration Three hours
Reading time 15 minutes
This paper has 6 pages, including this cover sheet.
Instructions to Invigilators:
I

THE UNIVERSITY OF MELBOURNE
DEPARTMENT OF MATHEMATICS AND STATISTICS
SEMESTER 2, 2010
MAST10009/620-158 ACCELERATED MATHEMATICS 2
Exam duration Three hours
Reading time 15 minutes
This paper has 6 pages, including this cover sheet.
Instructions to Invigil

THE UNIVERSITY OF MELBOURNE
DEPARTMENT OF MATHEMATICS AND STATISTICS
SEMESTER 2, 2012
MAST10009 ACCELERATED MATHEMATICS 2
Exam duration Three hours
Reading time 15 minutes
This paper has 6 pages, including this cover sheet.
Exam Papers with Common Content

Department of Mathematics and Statistics
MAST10009 Accelerated Mathematics 2
Assignment 1 (2014) 5% of nal result
Recommended submission time 5 p.m. on Friday 22 August 2014
Last possible submission time 10 a.m. on Monday 25 August 2014
Assignment submiss

Department of Mathematics and Statistics
MAST10009 Accelerated Mathematics 2
Assignment 2 (2014) 5% of nal result
Recommended submission time before 10 a.m. on Monday 6 October 2014
Last possible submission time
5 p.m. on Monday 6 October 2014
Assignment

MAST10009 Accelerated Mathematics 2Semester 2, 2014
Coordinator: Professor Barry Hughes
Problem Sets
For some of these problems, short answers or hints will be found in the printed text available for purchase from the
University bookshop. Full worked solu

MAST10009 Accelerated Mathematics 2 (2014): Sample Solutions to the Midsemester Test
Question 1 [8 marks]
Question 2 [10 marks]
(a) If an and bn are sequences, give a clear denition of what is meant by the statement that
(a) State clearly the denition of

Student number:
The University of Melbourne
Semester 2 Assessment
Department of Mathematics and Statistics
MAST10009 Accelerated Mathematics 2
Reading Time:
15 minutes
Writing Time:
3 hours
Open Book Status: Closed book
This paper has 5 pages including th