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Prep

Note Section 1.1 Reading time: ~5 mins
SECTION ADVICE

"Start by analyzing calculation-based questions first during your prep to lock in execution speed. Break down qualitative theory prompts into actionable key steps."

General Exam Strategy

  • Execution Order: Start with calculation-based questions to lock in the methodology before tackling qualitative/theory questions.
  • Identify Question Intent: Break down complex or unfamiliar theory prompts by highlighting the purpose and action items to ensure every sub-question is answered.
  • Question Wording:
    • “What should happen if…” \to Recommending a solution.
    • “What would happen if…” \to Explaining the consequences.

Ratemaking & On-Leveling

  • On-Level Diagram: Always draw the parallelogram diagram for the parallelogram method. This helps prevent errors on subsequent calculation steps.
    • Double-check on-level calculations at the end. Correcting formulas at the end will flow through and fix the entire solution.
  • Written Premium: Written premium is straightforward to on-level when there are no law changes.
  • Granularity of Data: Do not feel obligated to use the most granular data provided unless explicitly instructed.
    • Example: If quarterly average premiums are provided but you have already calculated on-leveled premium and exposure, use the on-leveled premium instead of on-leveling quarterly data.
  • Fixed Expense (FE) Ratio: You can trend the FE ratio by average accident date without a significant loss of accuracy to save time.

Key Technical Reminders

  • Workers’ Compensation: Review D_Workers Compensation for domain-specific details not found in the main study manual.
  • Formula Checking: When copying formulas (especially with hardcoded values like trend periods), verify and update the constants for subsequent calendar years.
  • Credit vs. Charge: Remember that a Credit is “good for the insured” (i.e., a discount).
  • Berquist-Sherman: There are no incremental triangles used in the Berquist-Sherman Technique; always use cumulative triangles.