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The manual includes a probability review covering functions, moments, probability distributions, variance, normal approximation, conditional probability and expectation, and conditional variance. It then transitions to long-term insurance foundations, survival models, and survival distributions, including probability notation, actuarial notation, life tables, number of survivors, force of mortality, and mortality laws, with exercises and solutions.",{"@graph":69,"@context":122},[70,84,105],{"@type":71,"itemListElement":72},"BreadcrumbList",[73,77,79,82],{"item":74,"name":75,"@type":76,"position":8},"https://docshare.wps.com","Home","ListItem",{"item":78,"name":9,"@type":76,"position":14},"https://docshare.wps.com/document/",{"item":80,"name":20,"@type":76,"position":81},"https://docshare.wps.com/document/exam/",3,{"item":83,"name":65,"@type":76,"position":19},"https://docshare.wps.com/document/exam-fam-l-study-manual-1st-edition-3rd-printing/398848/",{"url":83,"name":65,"@type":85,"image":86,"author":91,"headline":65,"publisher":94,"fileFormat":97,"inLanguage":63,"description":67,"dateModified":98,"datePublished":99,"encodingFormat":97,"isAccessibleForFree":100,"interactionStatistic":101},"DigitalDocument",{"url":87,"@type":88,"width":89,"height":90},"https://docshare.wps.com/thumbnails/exam-fam-l-study-manual-1st-edition-3rd-printing/398848.png","ImageObject",300,407,{"name":92,"@type":93},"Adam","Person",{"url":74,"name":95,"@type":96},"DocShare","Organization","application/pdf","2026-09-28","2026-09-27",true,{"@type":102,"interactionType":103,"userInteractionCount":81},"InteractionCounter",{"@type":104},"ViewAction",{"@type":106,"mainEntity":107},"FAQPage",[108,114,118],{"name":109,"@type":110,"acceptedAnswer":111},"What topics are covered in the Probability Review section?","Question",{"text":112,"@type":113},"It covers functions and moments, probability distributions, variance, normal approximation, conditional probability and expectation, and conditional variance.","Answer",{"name":115,"@type":110,"acceptedAnswer":116},"What does the manual include for long-term insurance?",{"text":117,"@type":113},"It provides an introduction to long-term insurance followed by survival models and survival distributions.",{"name":119,"@type":110,"acceptedAnswer":120},"Which survival distribution topics are listed in the contents?",{"text":121,"@type":113},"The contents include survival distributions by probability functions (with probability and actuarial notation, life tables, and number of survivors), force of mortality, and mortality laws.","https://schema.org",{"og:url":83,"og:type":124,"og:title":65,"og:site_name":95,"og:description":67},"article",{"robots":126,"canonical":83},"index,follow",{"doc_id":128,"site_id":62},398848,1790527998,{"code":4,"msg":5,"data":131},{"doc_id":128,"user_id":132,"nickname":92,"user_avatar":133,"doc_module":4,"category_id":19,"category_name":20,"doc_title":65,"doc_description":67,"doc_content":134,"file_id":135,"file_url":136,"file_type":137,"file_size":138,"view_count":81,"is_deleted":4,"is_public":8,"is_downloadable":8,"audit_status":8,"page_count":139,"language":140,"language_code":63,"site_id":62,"html_lang":63,"table_of_contents":141,"faqs":142,"seo_title":143,"seo_description":67,"update_tm":144,"read_time":145},1374404737137,"https://ap-avatar.wpscdn.com/davatar_155a257f0dc6eb9ab79c44ca47cae57d","An Integrated Component of Your Study Manual Program  \nExam FAM-L StudyManual  \n1st Edition, 3rd Printing  \nAbraham Weishaus, Ph.D., FSA, CFA, MAAA  \nLearning Made Easier  \nExam FAM-L Study Manual  \n1st Edition, 3rd Printing  \nAbraham Weishaus, Ph.D., FSA, CFA, MAAA  \nTO OUR READERS:  \nPlease check A.S.M.’s web site at [www.studymanuals.com](www.studymanuals.com) for errata  \nand updates. 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Reproduction in whole or in part without express written permission from the publisher is strictly prohibited.  \n 􀀞􀀝􀀜􀀛􀀚􀀞 􀀘􀀛 􀀗􀀜􀀘􀀖􀀕􀀔􀀓􀀕􀀝 􀀒􀀑􀀓􀀐􀀞􀀔􀀏􀀓􀀘􀀎  \n􀀞􀀝􀀜􀀛􀀚􀀙􀀛􀀘 􀀖􀀕􀀙􀀔􀀓􀀚􀀒􀀙􀀝􀀑 􀀙􀀒 􀀛 􀀚􀀓􀀙􀀐􀀛􀀏􀀙􀀕􀀓􀀎 􀀍􀀘􀀛􀀝􀀌􀀋􀀚􀀐 􀀊􀀜􀀙􀀘􀀝 􀀛􀀚􀀋􀀜􀀕􀀎 􀀛􀀐􀀋􀀚􀀓 􀀒􀀙􀀐􀀍􀀘􀀙􀀌􀀙􀀓􀀎 􀀉􀀛􀀑 􀀝􀀋 􀀒􀀝􀀜􀀎􀀑􀀈 􀀇􀀝 􀀞􀀋􀀐􀀊􀀙􀀕􀀓􀀒 􀀛􀀘􀀘 􀀝􀀆􀀓 􀀍􀀚􀀋􀀎􀀜􀀞􀀝􀀒 􀀑􀀋􀀜􀀜􀀒􀀓 􀀝􀀋 􀀒􀀝􀀜􀀎􀀑 􀀙􀀕􀀝􀀋 􀀋􀀕􀀓 􀀙􀀕􀀝􀀓􀀚􀀛􀀞􀀝􀀙􀀔􀀓 􀀘􀀓􀀛􀀚􀀕􀀙􀀕􀀏 􀀞􀀓􀀕􀀝􀀓􀀚􀀈  \n􀀛􀀚􀀙 􀀗􀀖􀀝 􀀕􀀞􀀝􀀔 􀀞􀀝􀀓􀀒􀀑􀀐􀀖􀀓􀀒􀀔 􀀓􀀚􀀏􀀞􀀗􀀎 􀀙􀀎􀀞􀀝􀀑 􀀓􀀍􀀞􀀎 􀀝􀀒􀀓􀀌􀀚􀀐􀀜 􀀞􀀗􀀚􀀝􀀋􀀅􀀆􀀓􀀕 􀀝􀀆􀀙􀀒 􀀙􀀞􀀋􀀕 􀀛􀀍􀀍􀀓􀀛􀀚􀀒􀀄 􀀙􀀝 􀀉􀀙􀀘􀀘 􀀊􀀓 􀀕􀀓􀀃􀀝 􀀝􀀋 􀀛􀀕 􀀙􀀐􀀍􀀋􀀚􀀝􀀛􀀕􀀝􀀝􀀋􀀍􀀙􀀞 􀀙􀀕 􀀝􀀆􀀓 􀀐􀀛􀀕􀀜􀀛􀀘􀀈 􀀂􀀘􀀙􀀞􀀁 􀀝􀀆􀀓 􀀞􀀝􀀜 􀀙􀀕 􀀑􀀋􀀜􀀚 􀀎􀀙􀀏􀀙􀀝􀀛􀀘 􀀐􀀛􀀕􀀜􀀛􀀘􀀄􀀋􀀚 􀀒􀀓􀀛􀀚􀀞􀀆 􀀝􀀆􀀓 􀀜􀀕􀀎􀀓􀀚􀀘􀀙􀀕􀀓􀀎 􀀝􀀋􀀍􀀙􀀞 􀀙􀀕 􀀑􀀋􀀜􀀚 􀀍􀀚􀀙􀀕􀀝 􀀐􀀛􀀕􀀜􀀛􀀘􀀈  \n􀀞 􀀝􀀜􀀛􀀚􀀙 􀀗􀀜􀀖 􀀕􀀕􀀕􀀞􀀔􀀓􀀗􀀒􀀔􀀑􀀚􀀔􀀐􀀒􀀙􀀚􀀏􀀎􀀑􀀍􀀚􀀗􀀌􀀞􀀓􀀜􀀋  \n􀀊􀀞 􀀝􀀜􀀓􀀔􀀗􀀎 􀀗􀀉􀀎 􀀊􀀚􀀏􀀞􀀗 􀀉􀀒􀀖􀀐􀀗􀀍 􀀜􀀙􀀌􀀜􀀒􀀑 􀀎􀀈􀀔􀀋 􀀇􀀔􀀍􀀉􀀆􀀜􀀔􀀑􀀇 􀀔􀀙􀀇􀀎􀀙􀀗􀀎􀀑 􀀗􀀉􀀎 􀀕􀀜􀀑􀀇 􀀜􀀑 􀀅􀀉􀀑􀀔􀀍􀀎 􀀚􀀙􀀗􀀜􀀗􀀉􀀎 􀀍􀀎􀀔􀀑􀀓􀀉 􀀄􀀚􀀎􀀐􀀇􀀃 􀀍􀀎􀀐􀀎􀀓􀀗􀀚􀀙􀀛 􀀗􀀉􀀎􀀆􀀎􀀍􀀗 􀀋􀀔􀀗􀀓􀀉􀀞  \n􀀂􀀞 􀀁 􀀗􀀜􀀅􀀚􀀓 􀁿􀀈􀀙􀀇􀂁 􀀕􀀚􀀐􀀐 􀀇􀀚􀀍􀀅􀀐􀀔􀀌 􀀔􀀐􀀚􀀍􀀗 􀀜􀀄 􀀚􀀙􀀗􀀎􀀛􀀑􀀔􀀗􀀎􀀇 􀀅􀀑􀀜􀀇􀀒􀀓􀀗􀀍􀀗􀀉􀀔􀀗 􀀜􀂍􀀎􀀑 􀀋􀀜􀀑􀀎 􀀕􀀔􀀌􀀍 􀀗􀀜 􀀍􀀗􀀒􀀇􀀌􀀗􀀉􀀎 􀀋􀀔􀀗􀀎􀀑􀀚􀀔􀀐􀀞  \n􀂏􀀞 􀂐􀀎􀀑􀀎 􀀚􀀍 􀀔􀀙 􀀎􀀈􀀔􀀋􀀅􀀐􀀎 􀀜􀀄 􀀗􀀉􀀎  \n􀀗􀀜􀀅􀀚􀀓 􀀆􀀖􀀐􀀒􀀓􀀚 􀀅􀀞􀀎􀀓􀀐􀀞􀀇􀀙􀀓􀀞􀀚􀀝􀀄   \n􀂝􀀚􀀗􀀉􀀚􀀙 􀀗􀀉􀀎 􀀈􀀙􀀇 􀀗􀀉􀀎􀀑􀀎 􀀕􀀚􀀐􀀐 􀀆􀀎 􀀒􀀙􀀐􀀜􀀓 􀀎􀀇 􀀔􀀙􀀇 􀀐􀀜􀀓 􀀎􀀇 􀀅􀀑􀀜􀀇􀀒􀀓􀀗􀀍􀀞􀀃􀀝 􀀚􀀗􀀜􀀒􀀔 􀀆􀀐􀀚􀀔􀀙􀀗􀀓􀀎 􀀔􀀑􀀎 􀀗􀀉􀀎 􀀅􀀑􀀜􀀇􀀒􀀓􀀗􀀍 􀀗􀀉􀀔􀀗 􀀌􀀜􀀒 􀀜􀀕􀀙􀀞  \n􀀂􀀚􀀗􀀜􀀒􀀔 􀀆􀀐􀀚􀀔􀀙􀀗􀀓􀀎 􀀔􀀑􀀎 􀀅􀀑􀀜􀀇􀀒􀀓􀀗􀀍 􀀗􀀉􀀔􀀗 􀀌􀀜􀀒 􀀇􀀜 􀀙􀀜􀀗 􀀜􀀕􀀙􀀃 􀀔􀀙􀀇 􀀔􀀑􀀎􀀔􀀏􀀔􀀚􀀐􀀔􀀆􀀐􀀎 􀀄􀀜􀀑 􀀅􀀒􀀑􀀓􀀉􀀔􀀍􀀎􀀞  \n􀀔􀀙􀀌 􀀜􀀄 􀀁􀀓􀀗􀀒􀀔􀀑􀀚􀀔􀀐 􀂀􀀙􀀚􀀏􀀎􀀑􀀍􀀚􀀗􀀌􀂂􀀍 􀀄􀀎􀀔􀀗􀀒􀀑􀀎􀀍 􀀔􀀑􀀎 􀀔􀀐􀀑􀀎􀀔􀀇􀀌 􀀒􀀙􀀐􀀜􀀓 􀀎􀀇􀀕􀀚􀀗􀀉 􀀌􀀜􀀒􀀑 􀀍􀀗􀀒􀀇􀀌 􀀅􀀑􀀜􀀛􀀑􀀔􀀋􀀃 􀀚􀀙􀀓􀀐􀀒􀀇􀀚􀀙􀀛􀀖  \n􀀁􀀝􀀎􀀓􀀐􀀙􀀗􀀓􀀞􀀚􀀝􀀖 􀁿􀀞􀀔􀀒􀀚􀀎􀂁 􀀆 􀀖􀀝􀀝􀀒􀀐  \n􀀊􀀚􀀏􀀞􀀗 􀀉􀀒􀀖􀀐􀀗􀀍 􀂍􀀚􀀐􀂏􀀙 􀀖 􀂐 􀂝􀀒 􀀞􀀒􀀌 􀀉􀀍􀀒􀀒􀀓  \n􀀖􀀜􀀒 􀂀􀀚􀀙􀀐 􀀎􀀓􀀙􀀔􀂀 􀀎􀀒􀀎􀀎􀀞􀀚􀀝 􀂏􀀚􀀐􀀒 􀀒􀂂􀀞􀀗􀀞􀀒􀀝􀀓 􀀌􀀞􀀓􀀍 􀀚􀀙􀀐 􀀆 􀀖􀀝􀀝􀀒􀀐􀂃  \n􀀞􀀝􀀜􀀛􀀚􀀜􀀙􀀚􀀘 􀀖􀀕􀀜􀀔􀀓􀀜􀀚􀀒􀀔􀀘􀀑 􀀒􀀐 􀀛􀀔􀀏􀀚􀀎􀀓􀀘􀀓 􀀍􀀛􀀕􀀌 􀀕􀀌􀀘 􀀋􀀕􀀎􀀓􀀊 􀀉􀀜􀀔􀀎􀀜􀀚 􀀈􀀐􀀒􀀇􀀐􀀜􀀆 􀀅􀀛􀀓􀀘􀀒 􀀄􀀎􀀔􀀓􀀚􀀘  \n􀀆􀀐􀀖􀀗􀀓􀀞􀀗􀀒􀀋 􀂄􀀙􀀞􀂅􀀋 􀀊􀀒􀀎􀀓􀀋 􀀆􀀖􀀎􀀎􀂃  \n􀂗 􀂑􀀃􀂘􀂘􀂘􀂙 􀂖􀀈􀀔􀀋􀂉􀂊􀀗􀀌􀀐􀀎 􀂈􀀑􀀜􀀆􀀐􀀎􀀋􀀍  \n􀂗 􀂚􀀎􀀗􀀔􀀚􀀐􀀎􀀇 􀂊􀀜􀀐􀀒􀀗􀀚􀀜􀀙􀀍  \n􀂗 􀀁􀀇􀀔􀀅􀀗􀀚􀀏􀀎 􀂃􀀒􀀚􀂕􀂕􀀎􀀍  \n􀂗 􀀂 􀀝􀀎􀀔􀀑􀀙􀀚􀀙􀀛 􀀜􀀇􀀎􀀍  \n􀂗 􀀂 􀂚􀀚􀂍􀀚􀀓􀀒􀀐􀀗􀀌 􀀜􀀇􀀎􀀍  \n􀂄􀀑􀀎􀀎 􀀕􀀚􀀗􀀉 􀀌􀀜􀀒􀀑  \n􀀁􀂆􀂋􀂖􀂛 􀀜􀀑 􀀁􀂊􀂌􀀙􀀗􀀎􀀑􀀔􀀓􀀗􀀚􀀏􀀎 􀂊􀀗􀀒􀀇􀀌  \n􀀔􀀙􀀒􀀔􀀐  \n􀀁􀀏􀀔􀀚􀀐􀀔􀀆􀀐􀀎 􀀄􀀜􀀑 􀂈􀀃 􀂄 􀀃 􀂄􀀁 􀀃 􀂄􀀁 􀂉􀀝􀀃 􀂄􀀁 􀂉􀂊􀀃 􀀁􀀝􀂋􀀁 􀀃 􀀁􀂊􀂋􀀁 􀀃 􀀁􀂊􀂉􀂌􀀃 􀀁􀂊􀂉􀂌􀂌􀀃 􀂆􀀁􀂊 􀂎􀀃 􀂆􀀁􀂊 􀂑􀂀 􀂒 􀂆􀀁􀂊 􀂑􀂆  \n􀂈􀀑􀀎􀀅􀀔􀀑􀀎 􀀄􀀜􀀑 􀀌􀀜􀀒􀀑 􀀎􀀈􀀔􀀋 􀀓􀀜􀀙􀀄􀀚􀀇􀀎􀀙􀀗􀀐􀀌 􀀕􀀚􀀗􀀉 􀂓􀂔􀀁􀀝 􀀓􀀒􀀍􀀗􀀜􀀋 􀂈􀀑􀀔􀀓􀀗􀀚􀀓􀀎 􀂊􀀎􀀍􀀍􀀚􀀜􀀙􀀍􀀃 􀂃􀀒􀀚􀂕􀂕􀀎􀀍􀀃 􀂒 􀂊􀀚􀀋􀀒􀀐􀀔􀀗􀀎􀀇 􀂖􀀈􀀔􀀋􀀍  \n􀂃􀀒􀀚􀀓 􀀐􀀌 􀀔􀀓􀀓􀀎􀀍􀀍 􀀗􀀉􀀎􀂐􀀒􀀆 􀀄􀀜􀀑 􀀔􀀇􀀇􀀚􀀗􀀚􀀜􀀙􀀔􀀐􀀐􀀎􀀔􀀑􀀙􀀚􀀙􀀛􀀞  \n􀂄􀀐􀀔􀀛 􀀅􀀑􀀜􀀆􀀐􀀎􀀋􀀍 􀀄􀀜􀀑􀀑􀀎􀀏􀀚􀀎􀀕􀀃 􀀑􀀎􀀓􀀜􀀑􀀇􀀙􀀜􀀗􀀎􀀍􀀃 􀀔􀀙􀀇 􀀎􀀋􀀔􀀚􀀐􀀌􀀜􀀒􀀑 􀀅􀀑􀀜􀀄􀀎􀀍􀀍􀀜􀀑􀀞  \n􀂅􀀚􀀎􀀕 􀀇􀀚􀂍􀀚􀀓􀀒􀀐􀀗􀀌􀀐􀀎􀀏􀀎􀀐􀀞  \n􀂐􀀎􀀐􀀅􀀄􀀒􀀐 􀀍􀀗􀀑􀀔􀀗􀀎􀀛􀀚􀀎􀀍􀀗􀀜 􀀛􀀎􀀗 􀀌􀀜􀀒 􀀍􀀗􀀔􀀑􀀗􀀎􀀇􀀞  \n􀂋􀀑􀀔􀀓 􀀌􀀜􀀒􀀑 􀀎􀀈􀀔􀀋 􀀑􀀎􀀔􀀇􀀚􀀙􀀎􀀍􀀍􀀕􀀚􀀗􀀉 􀂓􀂔􀀁􀀝 􀂊􀀓􀀜􀀑􀀎􀂜  \n􀀁􀀏􀀔􀀚􀀐􀀔􀀆􀀐􀀎 􀀄􀀜􀀑 􀂈􀀃 􀂄 􀀃 􀂄􀀁 􀀃 􀂄􀀁 􀂉􀀝􀀃 􀂄􀀁 􀂉􀂊􀀃 􀀁􀀝􀂋􀀁 􀀃 􀀁􀂊􀂋􀀁 􀀃 􀀁􀂊􀂉􀂌􀀃 􀀁􀂊􀂉􀂌􀂌􀀃 􀂒 􀂆􀀁􀂊 􀂎  \n􀂆􀂇􀂈􀀂 􀀉􀀗􀀚􀀐􀀒 􀀗􀀑􀀔􀀓 􀀍 􀀌􀀜􀀒􀀑 􀀅􀀎􀀑􀀄􀀜􀀑􀀋􀀔􀀙􀀓􀀎 􀀗􀀉􀀑􀀜􀀒􀀛􀀉 􀂓􀂔􀀁􀀝 􀂈􀀑􀀔􀀓􀀗􀀚􀀓􀀎 􀂊􀀎􀀍􀀍􀀚􀀜􀀙􀀍􀀃 􀂃􀀒􀀚􀂕􀂕􀀎􀀍􀀃􀀔􀀙􀀇 􀂖􀀈􀀔􀀋􀀍􀀃 􀀑􀀎􀀍􀀒􀀐􀀗􀀚􀀙􀀛 􀀚􀀙 􀀔􀀙 􀀔􀀛􀀛􀀑􀀎􀀛􀀔􀀗􀀎 􀀕􀀎􀀚􀀛􀀉􀀗􀀎􀀇 􀀍􀀓􀀜􀀑􀀎 􀀗􀀉􀀔􀀗 􀀛􀀔􀀒􀀛􀀎􀀍 􀀌􀀜􀀒􀀑 􀀎􀀈􀀔􀀋􀀅􀀑􀀎􀀅􀀔􀀑􀀎􀀇􀀙􀀎􀀍􀀍􀀞  \n􀂞􀀌 􀀋􀀎􀀔􀀍􀀒􀀑􀀚􀀙􀀛 􀀆􀀜􀀗􀀉 􀀌􀀜􀀒􀀑 􀀅􀀎􀀑􀀄􀀜􀀑􀀋􀀔􀀙􀀓􀀎􀀃 􀀔􀀙􀀇 􀀗􀀉􀀎 􀀓􀀜􀀙􀀍􀀚􀀍􀀗􀀎􀀙􀀓􀀌 􀀜􀀄 􀀌􀀜􀀒􀀑 􀀅􀀎􀀑􀀄􀀜􀀑􀀋􀀔􀀙􀀓􀀎􀀃􀂆􀂇􀂈􀀂 􀀉􀀗􀀚􀀐􀀒 􀀅􀀑􀀜􀀇􀀒􀀓􀀎􀀍 􀀔 􀀑􀀎􀀐􀀚􀀔􀀆􀀐􀀎 􀀙􀀒􀀋􀀆􀀎􀀑 􀀗􀀉􀀔􀀗 􀀕􀀚􀀐􀀐 􀀛􀀚􀀏􀀎 􀀌􀀜􀀒 􀀓􀀜􀀙􀀄􀀚􀀇􀀎􀀙􀀓􀀎 􀀚􀀙 􀀌􀀜􀀒􀀑􀀅􀀑􀀎􀀅􀀔􀀑􀀔􀀗􀀚􀀜􀀙 􀀆􀀎􀀄􀀜􀀑􀀎 􀀌􀀜􀀒 􀀍􀀚􀀗 􀀄􀀜􀀑 􀀌􀀜􀀒􀀑 􀀎􀀈􀀔􀀋􀀞  \n|  |  |  |  |  |  |  |  |\n| --- | --- | --- | --- | --- | --- | --- | --- |\n| 􀀂􀀚􀀓􀀛􀀝􀀓􀀎 | 􀁿􀀛􀀒􀀝􀀞􀀞􀀓􀀒􀀒􀀓􀀎 | 􀀂􀀋􀀐􀀍􀀘􀀓􀀝􀀓􀀎 | 􀂁􀀋􀀎􀀓 | 􀀂􀀛􀀝􀀓􀀏􀀋􀀚􀀙􀀓􀀒 | 􀂍􀀜􀀓􀀒􀀝􀀙􀀋􀀕􀀒 | 􀂏􀀝􀀛􀀝􀀜􀀒 | 􀀞􀀝􀀙􀀋􀀕 |\n\nContents  \n1 Probability Review 1  \n1. 1 Functions and moments . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 1  \n1.2 Probability distributions . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 2  \n1.2. 1 Bernoulli distribution . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 2  \n1.2.2 Uniform distribution . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 3  \n1.2.3 Exponential distribution . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 3  \n1.3 Variance . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . ","cbCaihRzslfdaQjm","https://ap.wps.com/l/cbCaihRzslfdaQjm","pdf",11173663,39,"English","# Probability Review\n## Functions and moments\n## Probability distributions\n## Variance\n## Normal approximation\n## Conditional probability and expectation\n## Conditional variance\n# Introduction to Long Term Insurance\n# Survival Models\n# Survival Distributions: Probability Functions\n## Probability notation\n## Actuarial notation\n## Life tables\n## Number of survivors\n# Survival Distributions: Force of Mortality\n# Survival Distributions: Mortality Laws\n## Mortality laws that may be used for human mortality","[{\"question\":\"What topics are covered in the Probability Review section?\",\"answer\":\"It covers functions and moments, probability distributions, variance, normal approximation, conditional probability and expectation, and conditional variance.\"},{\"question\":\"What does the manual include for long-term insurance?\",\"answer\":\"It provides an introduction to long-term insurance followed by survival models and survival distributions.\"},{\"question\":\"Which survival distribution topics are listed in the contents?\",\"answer\":\"The contents include survival distributions by probability functions (with probability and actuarial notation, life tables, and number of survivors), force of mortality, and mortality laws.\"}]","Exam FAM-L Study Manual - 1st Edition - 3rd Printing | PDF",1790489227,98]