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Explains the EA-1 examination structure and subject areas in compound interest, life contingencies, and practical demographic analysis, plus the EA-2 examination’s two segments: Segment L (pension law under ERISA and related authorities) and Segment F (actuarial assumptions and minimum/maximum tax-deductible contribution calculations). 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Through a combined knowledge and experience requirement, the Joint Board seeks to determine which applicants for the designation of Enrolled Actuary have the skills necessary to protect the interests of pension plan participants.  \nThe examinations are structured as follows:  \nThe EA-1 examination is two-and-one-half hours in length and covers (1) the mathematics of compound interest and practical financial analysis and (2) the mathematics of life contingencies and practical demographic analysis.  \nThe pension (EA-2) examination consists of two segments:  \n(a) The EA-2 (Segment L) law examination (formerly EA-2 (Segment B)) is two-and-onehalf hours in length and covers relevant pension laws (in particular the provisions of the Employee Retirement Income Security Act (ERISA) and related laws, regulations, and rulings) as they affect pension actuarial practice. The EA-2 (Segment L) examination presupposes knowledge of the topics covered in the EA-1 examination.  \n(b) The EA-2 (Segment F) examination (formerly EA-2 (Segment A)) is four hours in length and covers the selection of actuarial assumptions and calculation of minimum required and maximum tax-deductible contributions under current pension law, along with the related actuarial mathematics. The EA-2 (Segment F) examination presupposes knowledge of the topics covered in the EA-1 and EA-2 (Segment L) examinations.  \nEA-1 and the EA-2 (Segment L) examinations are given in May; the EA-2 (Segment F) examination is given in November.  \nA candidate for enrollment may be able to satisfy part of the actuarial knowledge requirement of the Joint Board regulations by earning a degree in actuarial mathematics or its equivalent from an accredited college or university. Such candidates will not have to pass the EA-1 examination. The courses in the plan of study and their successful completion must comply with guidelines adopted by the Joint Board for determining what demonstrates the requisite knowledge. See the Educational Requirements in Lieu of EA-1 Exam, which has been updated as of April 17, 2025. Also, the Joint Board will grant a waiver of the EA-1 examination to any candidate who received credit from the Society of Actuaries (SOA) for Courses FM and either a) MLC, b) LTAM or c) the combination ofFAM and ALTAM of the SOA’s education and examination program. Under either approach, the candidate must apply to the Joint Board for a waiver of the EA-1 examination as outlined on the Jo","cbCaijA1P2RBSLqH","https://ap.wps.com/l/cbCaijA1P2RBSLqH","pdf",601309,35,"English","# Introduction\n# All Examinations\n## Pension EA-2 (Segment F) Funding Examination\n## Basic EA-1 Examination\n## Pension EA-2 (Segment L) Law Examination","[{\"question\":\"What exams are required to satisfy the actuarial knowledge requirement for enrollment as an Enrolled Actuary?\",\"answer\":\"Candidates must complete both the EA-1 examination and the EA-2 examination, which has two segments: EA-2 (Segment L) and EA-2 (Segment F).\"},{\"question\":\"How are the EA-2 exam segments structured and scheduled?\",\"answer\":\"EA-2 consists of two segments. EA-2 (Segment L) is a law examination given in May, while EA-2 (Segment F) is a funding examination given in November.\"},{\"question\":\"What calculator requirements apply to candidates during the exams?\",\"answer\":\"Candidates generally may use an electronic calculator for arithmetical computations, provided it has self-contained power, is noiseless, and cannot retain text. Any concerns are recorded by the supervisor for later determination.\"}]","Joint Board for the Enrollment of Actuaries Exam Program - November 2025 Pension EA-2 (Segment F) and May 2026 Basic (EA-1) - May 2026 Pension EA-2 (Segment L) | PDF",1790410542,88]