THE UNIVERSITY OF IOWA
22S.182 Exam 4 Saturday November 4, 2006 9:30 AM12 Noon 112 MH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 100 marks.
1. (AM #7.29; Nov 2001 #15; 150-81-99

THE UNIVERSITY OF IOWA
22S.182 Exam 4 Sunday November 2, 2008 6:00-8:30 PM 40 SH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 100 marks.
1. (MLC-09-08 #237-239) For a semi-continuo

THE UNIVERSITY OF IOWA
22S.182 Exam 4 Saturday November 3, 2001 9:30-12 noon 112 MH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 120 marks.
1. Let k and n be two positive integers

THE UNIVERSITY OF IOWA
22S.182 Exam 4 Saturday October 30, 2004 9:30 AM12 Noon 112 MH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 110 marks.
1. For a special 5-year term insurance

THE UNIVERSITY OF IOWA
ACTS:4280 (22S:182) Exam 4 Friday, October 17, 2014 5:30-7:30 pm 140 SH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers. Total = 90
1. Let n be a positive integer.
Let Z be the present-value random vari

22S.182 Exam 3
THE UNIVERSITY OF IOWA
Monday October 10, 2011
6:30 8:30 PM
40 SH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers. Total = 100 points.
Note: T(x) and T(y) are independent random variables, unless stated otherwi

THE UNIVERSITY OF IOWA
Saturday October 19, 2002 9:30 a.m. - 12 noon 112 MH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 100 marks.
22S.182 Exam 3
1. For a special fully continuous

THE UNIVERSITY OF IOWA
Saturday October 20, 2001 9:30-12 noon 112 MH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 120 marks.
22S.182 Exam 3
1. Simplify the ratio [P x (Px+1 + 1) vP

THE UNIVERSITY OF IOWA
22S.182 Exam 3 Friday September 26, 2014 5:35 7:35 PM 140 SH Total = 100 points.
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Note: Tx and Ty are independent random variables unless stated otherwise

THE UNIVERSITY OF IOWA
22S.182 Exam 3 Friday September 27, 2013
5:30 7:30 PM 140 SH Total = 90 points.
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Note: Tx and Ty are independent random variables unless stated otherwise.

THE UNIVERSITY OF IOWA
22S.182 Exam 3 Friday September 26, 2014 5:35 7:35 PM 140 SH Total = 100 points.
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Note: Tx and Ty are independent random variables unless stated otherwise

THE UNIVERSITY OF IOWA
22S.182 Exam 3 Friday October 12, 2012 5:30-7:30 PM 140 SH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 100 marks.
1. For a special 3-year deferred whole lif

THE UNIVERSITY OF IOWA
22S.182 Exam 3 Saturday October 3, 2009 9:30 a.m.12 noon 112 MH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 100 marks.
1. (May 2005 #13) For a fully discret

THE UNIVERSITY OF IOWA
22S.182 Exam 4 Saturday November 3, 2007 9:30 AM12 Noon 112 MH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 100 marks.
1. (May 2001 #18) For a special fully

THE UNIVERSITY OF IOWA
22S.182 Exam 4 Sunday November 3, 2002 6 8:30 p.m. 140 SH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 100 marks.
1. A whole life insurance issued to (x) pay

22S.182 Exam 2
THE UNIVERSITY OF IOWA
Saturday
September 21, 2002 9:30-11:30 a.m. 112 MH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 100 marks.
1. (A.M. #6.23.a) Let
Z =
Express E

22S.182 Exam 2
THE UNIVERSITY OF IOWA
Saturday
September 20, 2003 9:30 AM12 Noon 112 MH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 points. Total = 120 points.
1. You are given: (i) A35:1 = 0.94

22S.182 Exam 2
THE UNIVERSITY OF IOWA
Saturday
September 22, 2001 9:30-12 noon 112 MH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 100 marks.
1. The annual benefit premiums for a f

THE UNIVERSITY OF IOWA
22S.182 Exam 4 Friday October 18, 2013 5:30-7:30 PM 140 SH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 90 marks.
1. For a whole life insurance of 20,000 pay

THE UNIVERSITY OF IOWA
22S.182 Exam 1 September 4, 2001
1:30 p.m. - 2:40 p.m.
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Write down the problem numbers clearly.
Each question is worth 10 marks. Total = 50 marks
1. Y is

THE UNIVERSITY OF IOWA
22S.182 Exam 1 September 3, 2002
9:30 a.m. - 10:20 a.m.
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Write down the problem numbers clearly.
Each question is worth 10 marks. Total = 50 marks
1
1) Ex

THE UNIVERSITY OF IOWA
22S.182 Exam 4 Friday November 2, 2012 5:30-7:30 PM 140 SH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 100 marks.
1. Let Y denote the present-value random v

THE UNIVERSITY OF IOWA
22S.182 Exam 4 Sunday November 2, 2003 6 8:30 p.m. 140 SH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 120 marks.
1. For a fully discrete whole life insuranc

THE UNIVERSITY OF IOWA
22S.182 Exam 4 Monday November 1, 2010 9:30 AM 12 Noon 335 IMU
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 100 marks.
1. (2004 Nov #35) For a special single

THE UNIVERSITY OF IOWA
22S.182 Exam 4 Friday November 4, 2011 5:30-7:30 PM 40 SH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 100 marks.
1. For integers j, h and n, with 0 j h n, y

THE UNIVERSITY OF IOWA
22S.182 Exam 4 Saturday October 31, 2009 9:30 AM 12 Noon 112 MH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 marks. Total = 100 marks.
1. (AM #8.10 & Sec. 9.7.3) For a spec

THE UNIVERSITY OF IOWA
22S.182 Exam 3 Friday, October 8, 2010 5:30 8 PM 140 SH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 points. Total = 100 points.
1. (Nov 04 #38) You are given:
(i) kVA is t

THE UNIVERSITY OF IOWA
22S.182 Exam 3 Saturday October 7, 2006 9:30 a.m.12 noon 112 MH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Unless explicitly stated, T(x) and T(y) are independent.
Each question is worth 10 marks.

The University of Iowa
22S.182 Exam 1 August 23, 2012 10:30 a.m. - 11:20 a.m. 109 EPB
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 points. Total = 50 points
1. Let t be a number between 0 and 1.

22S.182 Exam 2
THE UNIVERSITY OF IOWA
Saturday
September 15, 2007 9:30 AM12 Noon 112 MH
Write legibly. Show your steps. Explain your reasoning. Simplify your answers.
Each question is worth 10 points. Total = 100 points.
1. (A.M., Exercise 4.25.b) If the