CM1A forms the foundation of actuarial mathematics. It provides rigorous training in essential mathematical techniques used by actuaries to solve financial problems involving:
- Interest rates
- Cashflows
- Life contingencies
- Insurance & annuity products
This course helps you build a strong conceptual foundation for modelling, pricing, and reserving within deterministic frameworks — a skill useful in careers in life insurance, pensions, investments, and financial planning.
What You Will Learn
- Time value of money, interest & discounting
- Equations of value (for loans, bonds, and investments)
- Annuities, perpetuities, and cash flow valuation
- Life tables, contingent cashflows, and insurance models
- Joint-life and multiple decrement models
- Premiums, reserves, and valuation methods
- Duration, term structure, immunisation, and convexity
Why is CM1 Important?
- It's the base of your actuarial journey.
- Helps value cashflows, loans, bonds, and annuities — key tools in the actuarial world.
- Fundamental in pricing, reserving, and investment roles.
- Combine with CB1 (Business Finance) for better placement & learning impact.
Applications of CM1 Knowledge
- Pricing of life insurance & annuity products
- Cashflow modelling for financial planning
- Loan and bond valuation
- Net present value analysis for projects
- Pension & retirement benefit design
CM1 Exam Structure
Component |
Format |
Duration |
CM1A – Theory |
IAI: Computer-Based (MCQ) IFoA: Written (MS Word) |
3 hours 15 minutes (+5 min download) |
CM1B – Practical |
Excel-based |
1 hour 45 minutes (+15 min upload) |
Topic Weightings (IAI/IFoA)
Topic |
Weightage |
Theory of Interest Rates |
25% |
Equations of Value |
20% |
Life Models (Decrement, Joint Life, etc.) |
20% |
Premiums, Reserving, and Applications |
35% |
Passing Criteria
Institute |
Pass Marks |
IAI (India) |
50% overall (min 30% in both A & B) |
IFoA (UK) |
55% – 65% (varies by session) |
S MONK Tips to Ace CM1
- Focus on TVM, annuities, loan schedules, & cashflow models
- Practice Excel early – shortcuts, PV/FV formulas, VLOOKUPs
- Solve past year papers and give mock tests regularly
- Revise at least twice before final practice