Exams

Study guides, original practice questions with worked solutions, and past-paper strategy for every CAS, SOA and CPCU exam — each linked to the Library so you study the concept, not just the syllabus.

43 exams & requirements361 practice questionsKaTeX-rendered solutions

Casualty Actuarial Society — ACAS and FCAS for property & casualty.

Preliminary

Exam 1 Probability (P)

Preliminary

Exam P/1 tests calculus-based probability: set theory, conditional probability and Bayes, discrete and continuous univariate distributions, transformations, moment generating functions, and joint/conditional/marginal distributions. It is shared with the SOA and is the usual first exam.

30 multiple-choice3 hours300 study hrs9 MC · 2 written

Exam 2 Financial Mathematics (FM)

Preliminary

Exam FM/2 covers interest theory: accumulation functions, nominal and effective rates, annuities, loan amortization and sinking funds, bond pricing and amortization, yield curves and spot/forward rates, duration, convexity, and immunization. Derivatives were removed from the FM syllabus in 2022; the emphasis is now firmly on cash-flow valuation.

30 multiple-choice2.5 hours250 study hrs9 MC · 2 written

MAS-I Modern Actuarial Statistics I

Preliminary

MAS-I covers Poisson processes and Markov chains, survival and reliability, parametric estimation and hypothesis testing, GLMs with an actuarial lens, and ARIMA time-series basics. It is the first exam with an explicit modeling mindset.

45 multiple-choice4 hours350 study hrs9 MC · 2 written

MAS-II Modern Actuarial Statistics II

Preliminary

MAS-II is the credibility and modern-modeling exam: classical and Bayesian credibility, conjugate priors and MCMC diagnostics, penalized regression, tree ensembles, and linear mixed models as a generalization of Bühlmann–Straub.

45 multiple-choice4 hours350 study hrs9 MC · 2 written

Associateship (ACAS)

Fellowship (FCAS)

Non-exam requirement

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Choose your exam, dates and weekly time blocks. The builder weights weeks by syllabus topic, reserves the final 15% for review and mock exams, and tracks every session you complete.

Pick your study days; block lengths are scaled to hit your weekly target.

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Suggested timeline: 40 weeks at 8 h/week (≈300 recommended hours incl. 15% review)

TopicWeightHoursResourcesPractice
General probability & random variables
  • Apply set theory, counting techniques and axioms of probability to compute event probabilities.
  • Compute conditional probabilities, apply Bayes' theorem and assess independence of events.
  • Derive distributions, expectations and variances of functions of random variables, including transformations.
  • Compute moment generating functions and use them to find moments and identify distributions.
14%36 2 MC · 1 written
Univariate distributions
  • Compute probabilities, moments, percentiles and MGFs for binomial, negative binomial, geometric, hypergeometric and Poisson distributions.
  • Compute probabilities, moments, percentiles and MGFs for uniform, exponential, gamma, and normal distributions.
  • Apply the memoryless property of the exponential/geometric distributions and relationships between distributions (e.g., Poisson-gamma mixture).
  • Work with mixed distributions and distributions with a probability mass at a point.
43%110 5 MC
Multivariate distributions
  • Compute joint, marginal and conditional distributions for discrete and continuous random variables.
  • Compute covariance and correlation, and determine independence of jointly distributed random variables.
  • Derive the distribution of a sum of independent random variables via convolution or MGFs.
  • Apply the double-expectation and conditional-variance formulas to compute moments of mixtures and compound variables.
43%110 2 MC · 1 written

12 weeks · 96 planned hours for CAS Exam 1 · recommended ≈300 hrs (204 short)

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