FIN3702A: ace the component, not just read the notes
Your complete guide to National University of Singapore's investment analysis and portfolio management course. See where the marks are, work real practice questions, and study with an AI tutor that knows FIN3702A.
Sia generates FIN3702A practice questions, walks through investment concepts and risk step by step, and quizzes you on the material the component that weights most heavily.
Worked example
A two-asset portfolio holds 60% in A (expected return 12%, standard deviation 20%) and 40% in B (expected return 8%, standard deviation 15%). The correlation between A and B is 0.30. What is the portfolio's expected return, and is its standard deviation above or below the weighted average of 18%?
Expected return is a simple weighted average, always. E(Rp) = 0.6 × 12% + 0.4 × 8% = 7.2% + 3.2% = 10.4%. No correlation term enters here.
The weighted average of the standard deviations would be 0.6 × 20% + 0.4 × 15% = 18%. That figure is only reached when correlation equals exactly 1.
Because rho = 0.30 is less than 1, the cross term is smaller than it would be under perfect correlation, so portfolio standard deviation falls below 18%. That gap is precisely the diversification benefit, and it is the central result of the portfolio section of this course.
The trap: Treating standard deviation as a weighted average like expected return, which gives option B. Return is linear in the weights; risk is not, because it depends on how the assets co-move. The other frequent error is assuming that adding a second asset must raise risk (option C), when in fact any correlation below 1 reduces it. classic slip!
Overview
What FIN3702A is, and where it sits
FIN3702A is NUS Business School's introductory investments course, and it is unusually explicit about where it is pointing you. The official course objectives state that on completion candidates should be conversant in investment management in preparation for careers in financial analysis and financial planning, investment banking and corporate finance, and should be equipped to sit the CFA Level 1 examinations in quantitative analysis, equity securities analysis and portfolio management.
The content is comprehensive rather than narrow. The official description covers basic concepts, theories, applications and decision-making rules in financial investment, with fundamental security analysis across stocks, bonds, options and futures, followed by modern portfolio management. That is four distinct asset classes plus a portfolio theory layer in a single course.
Weekly commitment is published: three hours of tutorial, four hours of project work and four hours of preparation. The project block is the tell. This is not a course you can pass by attending and revising at the end; roughly a third of the expected weekly hours goes into applied work that accumulates across the semester.
Official outline: inetapps.nus.edu.sg · FIN3702A outline. Always treat the official outline and the exam timetable as authoritative.
Difficulty & time commitment
Is FIN3702A hard, and how much time does it take?
FIN3702A is manageable if you keep a weekly rhythm and treat the back half as the main event. The pattern is consistent: it starts gently and steepens, and the heaviest assessment is the part that separates grades.
The difficulty curve and the assessment weighting point the same way: the back half is harder and worth more. Front-loading effort there is the highest-return decision in the course.
Is this course for you
Who tends to do well, and who tends to struggle
You will likely do well if
- You are comfortable with present-value mechanics and can price a cash-flow stream without hesitating over the method.
- You keep the four asset classes conceptually separate — equity, fixed income, options, futures — while seeing that all four are priced by no-arbitrage and discounting.
- You start the project work early. Four published hours a week is a real commitment that compounds if deferred.
- You work problems numerically rather than reading derivations, since the CFA-style questions this course points at are computational.
You may struggle if
- You treat portfolio risk as a weighted average of individual risks, which misses the entire point of diversification.
- You arrive without the FIN2704 foundation the entry requirement assumes.
- You leave options and futures until late; they are the least intuitive material and the most formula-dependent.
- You rely on formula recall without understanding what each term represents, which fails as soon as a question varies the setup.
- Build one formula sheet organised by asset class, with a worked numerical example beside each formula rather than the formula alone.
- Master the portfolio variance expression until the covariance term is instinctive — it drives diversification, the efficient frontier and CAPM.
- For options, draw the payoff diagram before reaching for any pricing formula. Most errors are structural, not arithmetic.
- Treat the project as the differentiator. Where weightings are not published, applied work is usually where judgement is assessed.
Syllabus
The 12 topics, topic by topic
The exam-weight marker on each topic shows where the marks concentrate. The amber topics carry the highest exam weight.
T1 · Investment concepts and decision rules
Official course objectivesBasic concepts, theories and the decision-making rules that frame every investment choice.
T2 · Risk, return and the risk-return trade-off
Standard investments canonExpected return, variance and standard deviation as the language of investment risk.
T3 · Fundamental equity analysis
Official course descriptionValuing common stock from fundamentals, including dividend discount and earnings-based approaches.
T4 · Bond pricing and valuation
Official course descriptionPresent-value pricing of fixed income, yield to maturity, and the price-yield relationship.
T5 · Interest rate risk, duration and convexity
Standard fixed-income canonHow bond prices respond to rate moves, and why duration alone understates the response.
T6 · Options: payoffs and strategies
Official course descriptionCalls, puts, payoff diagrams and the combinations built from them.
T7 · Option pricing and put-call parity
Standard derivatives canonNo-arbitrage bounds, put-call parity, and the intuition behind binomial and Black-Scholes valuation.
T8 · Futures and forward contracts
Official course descriptionCost-of-carry pricing, hedging with futures, and basis risk.
T9 · Diversification and portfolio risk
Official course descriptionWhy covariance, not individual variance, drives portfolio risk, and where diversification stops helping.
T10 · The efficient frontier and optimal portfolios
Modern portfolio theoryConstructing the efficient set, the capital allocation line, and the optimal risky portfolio.
T11 · CAPM, beta and asset pricing
Modern portfolio theorySystematic versus idiosyncratic risk, beta estimation, and the security market line.
T12 · Portfolio management and performance evaluation
Official course descriptionActive versus passive management and risk-adjusted performance measures.
Assessment
How this course is assessed
The official course information does not publish a component-by-component weighting breakdown for this course. Rather than estimate one, we publish only what the course itself states. Check your current course outline on Canvas for the exact percentages.
- The official course information page publishes the course as graded, but does not publish component weightings.
- Published weekly lesson delivery is 3 hours tutorial, 4 hours project and 4 hours preparation, so a substantial share of the workload is applied project work carried across the semester rather than concentrated in a single sitting.
Source: official course information
How to actually pass it
A weekly rhythm, two checklists, and the traps to avoid
The course rewards consistency over cramming, and practice over re-reading. Here is the loop that works, then what to have nailed before each exam.
The weekly loop
Before the mid-semester checklist
- Compute expected return, variance and standard deviation for single assets and two-asset portfolios.
- Value equity from fundamentals using dividend discount and earnings-based approaches.
- Price a bond, compute yield to maturity, and explain the price-yield relationship.
- Explain and compute duration, and say why convexity matters for large rate moves.
Before the final heaviest topics
- Draw and interpret option payoff diagrams and apply put-call parity.
- Price futures by cost of carry and construct a hedge, identifying basis risk.
- Construct the efficient frontier and locate the optimal risky portfolio on the capital allocation line.
- Apply CAPM: distinguish systematic from idiosyncratic risk, use beta, and read the security market line.
The mistakes that cost marks
Averaging standard deviations. Expected return is linear in portfolio weights; risk is not. Portfolio standard deviation equals the weighted average only when correlation is exactly 1.
Confusing yield to maturity with coupon rate. The coupon is fixed by the contract; the yield moves with price. They coincide only when the bond trades at par.
Ignoring the sign convention in option payoffs. Long and short positions mirror each other. Sketching the diagram before computing prevents most of these errors.
Using total risk where systematic risk belongs. CAPM prices systematic risk only. Idiosyncratic risk is diversifiable and therefore earns no premium.
Formula & concept sheet
The vocabulary and formulas you must own
- Expected portfolio return
- The weighted average of the component expected returns, linear in the portfolio weights.
- Portfolio variance
- w_A^2 s_A^2 + w_B^2 s_B^2 + 2 w_A w_B rho s_A s_B. The covariance term is what makes risk non-linear in the weights.
- Correlation coefficient
- A standardised measure of co-movement between minus one and one. Below one, combining assets reduces portfolio risk.
- Diversification benefit
- The gap between the weighted average of individual standard deviations and the actual portfolio standard deviation.
- Yield to maturity
- The single discount rate that equates a bond's cash flows to its market price.
- Duration
- The weighted-average time to receive a bond's cash flows, and a first-order estimate of price sensitivity to yield changes.
- Convexity
- The curvature of the price-yield relationship, which duration alone omits and which matters for large rate moves.
- Put-call parity
- The no-arbitrage relationship linking a call, a put, the underlying and a risk-free bond at the same strike and maturity.
- Cost of carry
- The futures pricing relationship in which the forward price reflects the spot price plus financing and storage less any yield.
- Efficient frontier
- The set of portfolios offering the highest expected return for each level of risk.
- Capital allocation line
- The risk-return combinations available by mixing the risk-free asset with a chosen risky portfolio.
- Beta
- A security's sensitivity to market movements, and the only risk measure CAPM prices.
Common acronyms: CAPM · CFA · IRR · NPV · SML · YTM.
Where it fits
Prerequisites, related courses & why it matters
Entry requirement published by NUS: FIN2704 or FIN2704X. The course is worth 4 units and is delivered face to face, with tutorials scheduled on a different day from lectures.
Your FIN3702A study toolkit
Study the course with Sia, not just read about it
Each tool already knows FIN3702A: your syllabus, your texts, and where the marks are. Grouped by how you study, from first contact to exam week.
FAQ
Frequently asked questions
Is FIN3702A hard?
It rates moderately hard. The concepts are standard investments material, but the volume is high — equities, bonds, options, futures and portfolio theory in one course — and the published workload includes four hours a week of project work on top of tutorials.
What is the assessment breakdown?
NUS does not publish a component weighting breakdown for this course on its official course information page. Rather than estimate one, we leave it out. Check your current course outline on Canvas for the exact percentages.
What do I need before taking it?
The published entry requirement is FIN2704 or FIN2704X. The course assumes you already have the corporate finance foundation those provide.
How much time does it take?
NUS publishes the weekly lesson delivery as three hours of tutorial, four hours of project and four hours of preparation — about eleven hours a week.
Does it really prepare me for the CFA?
The course objectives state it directly: candidates should be equipped to write the CFA Level 1 examinations in quantitative analysis, equity securities analysis and portfolio management. It is not full CFA coverage, but those three areas overlap substantially.
How many units is it?
Four units, taken at Level 3 in the NUS Business School.
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