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FINC202 Investment Analysis and Portfolio Management

Theory of financial asset valuation and selection. The valuation of financial securities. Portfolio management.

This paper introduces students to the principles of valuation of financial securities and their uses in a portfolio of assets. We look at equity (stock/shares), debt (fixed income/interest) and derivatives. We analyse asset pricing models and financial markets. Occasionally, ethical issues will be raised. This paper aims to set the foundations of future finance studies and is a prerequisite for further finance studies.

Paper title Investment Analysis and Portfolio Management
Paper code FINC202
Subject Finance
EFTS 0.1500
Points 18 points
Teaching period(s) First Semester, Second Semester
Domestic Tuition Fees (NZD) $813.45
International Tuition Fees Tuition Fees for international students are elsewhere on this website.

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Prerequisite
(BSNS 102 or BSNS 112) and (BSNS 108 or BSNS 114) (each passed with a grade of at least C+)
Pre or Corequisite
FINC 102 or FINQ 102
Schedule C
Commerce
Notes
MATH170 will be accepted as an alternative to FINC 102 or FINQ 102 when that paper has already been passed or where a student is enrolled for both a BCom and another degree for which MATH 170 is required.
Contact
accountancyfinance@otago.ac.nz
Teaching staff
Dr Anindya Sen
Paper Structure
The paper is purposefully designed to expose the student to a large range of challenging core financial concepts. The class has a significant increase in difficulty compared to 100-level papers, and thus only students with a genuine interest in finance should enrol. Nearly 50% of the learning will be independent, and the majority of assessments will be mostly problem based in nature - underlying theory and mathematics is your responsibility to learn.
Teaching Arrangements
Lectures and tutorials
Textbooks
Essentials of Investments, 9th edition Authors: Bodie, Kane and Marcus (BKM)Publishers: McGraw-Hill Irwin
Course outline
View the course outline for FINC 202
Graduate Attributes Emphasised
Communication, Critical thinking, Information literacy, Self-motivation.
View more information about Otago's graduate attributes.
Learning Outcomes
Miscellaneous:
  • Basic understanding of securitisation, products and trading platforms
  • Distinguish between a price-weighted and value-weighted index
  • Calculate the level and returns of value and price-weighted indices
  • Discuss the three forms of market efficiency and their implications
  • Explain why it is important to have efficient markets
Portfolio Theory:
  • Derive the efficient frontier for the two-asset case
  • Explain how having a riskless asset affects portfolio choice
  • Derive the minimum variance set when all assets are risky
  • Understand the efficient frontier with multiple risky and one riskless asset
  • Derive and understand the implications of CAPM and the Capital Market Line
  • Compute the expected return on a security using CAPM
  • Determine if a security is over- or under-priced using CAPM
Equities:
  • Understand the relevance of macroeconomic indicators and how these factors affect equity valuation
  • Understand and use the dividend discount model for pricing equities
  • Understand ways of estimating growth rate and terminal value
  • Dividend valuation model with investment opportunities
  • Price to earnings ratio in equity valuation
Fixed Income:
  • Compute the price of a bond and yield
  • Compute forward rates given the current spot rates
  • Calculate duration of a bond
  • Explain how duration measures interest rate risk
  • Differentiate convexity from duration
Derivatives:
  • Introduction to derivatives and payoff diagrams

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Timetable

First Semester

Location
Dunedin
Teaching method
This paper is taught On Campus
Learning management system
Blackboard

Lecture

Stream Days Times Weeks
Attend
L1 Tuesday 10:00-11:50 9-15, 18-22
Thursday 08:00-09:50 9-15, 17-22

Tutorial

Stream Days Times Weeks
Attend one stream from
T1 Tuesday 15:00-15:50 10-15, 18-22
T2 Thursday 11:00-11:50 10-15, 17-22
T3 Wednesday 09:00-09:50 10-15, 17-22
T4 Wednesday 16:00-16:50 10-14, 17-22

Second Semester

Location
Dunedin
Teaching method
This paper is taught On Campus
Learning management system
Blackboard

Lecture

Stream Days Times Weeks
Attend
L1 Wednesday 15:00-16:50 28-34, 36-41
Friday 11:00-12:50 28-34, 36-41

Tutorial

Stream Days Times Weeks
Attend one stream from
T1 Tuesday 11:00-11:50 29-34, 36-41
T2 Tuesday 15:00-15:50 29-34, 36-41
T3 Thursday 11:00-11:50 29-34, 36-41
T4 Thursday 12:00-12:50 29-34, 36-41

Theory of financial asset valuation and selection. The valuation of financial securities. Portfolio management.

This paper introduces students to the principles of valuation of financial securities and their uses in a portfolio of assets. We look at equity (stock/shares), debt (fixed income/interest) and derivatives. We analyse asset pricing models and financial markets. Occasionally, ethical issues will be raised. This paper aims to set the foundations of future finance studies and is a prerequisite for further finance studies.

Paper title Investment Analysis and Portfolio Management
Paper code FINC202
Subject Finance
EFTS 0.1500
Points 18 points
Teaching period(s) First Semester, Second Semester
Domestic Tuition Fees Tuition Fees for 2018 have not yet been set
International Tuition Fees Tuition Fees for international students are elsewhere on this website.

^ Top of page

Prerequisite
(BSNS 102 or BSNS 112) and (BSNS 108 or BSNS 114) (each passed with a grade of at least C+) and (FINC 102 or FINQ 102)
Schedule C
Commerce
Notes
MATH170 will be accepted as an alternative to FINC 102 or FINQ 102 when that paper has already been passed or where a student is enrolled for both a BCom and another degree for which MATH 170 is required.
Contact
accountancyfinance@otago.ac.nz
Teaching staff
Dr Anindya Sen
Scott Chaput, Xing Han
Paper Structure
The paper is purposefully designed to expose the student to a large range of challenging core financial concepts. The class has a significant increase in difficulty compared to 100-level papers, and thus only students with a genuine interest in finance should enrol. Nearly 50% of the learning will be independent, and the majority of assessments will be mostly problem based in nature - underlying theory and mathematics is your responsibility to learn.
Teaching Arrangements
Lectures and tutorials.
Textbooks
Essentials of Investments, 9th edition Authors: Bodie, Kane and Marcus (BKM)Publishers: McGraw-Hill Irwin
Course outline
View the course outline for FINC 202
Graduate Attributes Emphasised
Communication, Critical thinking, Information literacy, Self-motivation.
View more information about Otago's graduate attributes.
Learning Outcomes
Miscellaneous:
  • Basic understanding of securitisation, products and trading platforms
  • Distinguish between a price-weighted and value-weighted index
  • Calculate the level and returns of value and price-weighted indices
  • Discuss the three forms of market efficiency and their implications
  • Explain why it is important to have efficient markets
Portfolio Theory:
  • Derive the efficient frontier for the two-asset case
  • Explain how having a riskless asset affects portfolio choice
  • Derive the minimum variance set when all assets are risky
  • Understand the efficient frontier with multiple risky and one riskless asset
  • Derive and understand the implications of CAPM and the Capital Market Line
  • Compute the expected return on a security using CAPM
  • Determine if a security is over- or under-priced using CAPM
Equities:
  • Understand the relevance of macroeconomic indicators and how these factors affect equity valuation
  • Understand and use the dividend discount model for pricing equities
  • Understand ways of estimating growth rate and terminal value
  • Dividend valuation model with investment opportunities
  • Price to earnings ratio in equity valuation
Fixed Income:
  • Compute the price of a bond and yield
  • Compute forward rates given the current spot rates
  • Calculate duration of a bond
  • Explain how duration measures interest rate risk
  • Differentiate convexity from duration
Derivatives:
  • Introduction to derivatives and payoff diagrams

^ Top of page

Timetable

First Semester

Location
Dunedin
Teaching method
This paper is taught On Campus
Learning management system
Blackboard

Lecture

Stream Days Times Weeks
Attend
L1 Tuesday 10:00-11:50 9-13, 15-22
Thursday 08:00-09:50 9-13, 15-22

Tutorial

Stream Days Times Weeks
Attend one stream from
T1 Tuesday 15:00-15:50 10-13, 15-22
T2 Wednesday 09:00-09:50 10-13, 15-16, 18-22
T3 Wednesday 11:00-11:50 10-13, 15-16, 18-22
T4 Wednesday 16:00-16:50 10-13, 15-16, 18-22

Second Semester

Location
Dunedin
Teaching method
This paper is taught On Campus
Learning management system
Blackboard

Lecture

Stream Days Times Weeks
Attend
L1 Wednesday 15:00-16:50 28-34, 36-41
Friday 11:00-12:50 28-34, 36-41

Tutorial

Stream Days Times Weeks
Attend one stream from
T1 Tuesday 11:00-11:50 29-34, 36-41
T2 Tuesday 15:00-15:50 29-34, 36-41
T3 Thursday 11:00-11:50 29-34, 36-41
T4 Thursday 12:00-12:50 29-34, 36-41