On 1 January 2005 an investment fund is worth £120,000. On 1 January 2006 the value has increased to £128,000 and a new investor joins the fund and deposits £10,000. On 1 January 2007 the value has decreased to £130,000 and £30,000 is withdrawn. On 1 January 2008 the investment funds is worth £110,000. (a) Compute the rate of return (rounded to a percentage point) by both the money-weighted and the time-weighted method. Why is the time-weighted rate of return higher?

Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
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7. On 1 January 2005 an investment fund is worth £120,000. On 1 January 2006 the value has increased
to £128,000 and a new investor joins the fund and deposits £10,000. On 1 January 2007 the value has
decreased to £130,000 and £30,000 is withdrawn. On 1 January 2008 the investment funds is
worth £110,000.
(a) Compute the rate of return (rounded to a percentage point) by both the money-weighted and the
time-weighted method. Why is the time-weighted rate of return higher?
Transcribed Image Text:7. On 1 January 2005 an investment fund is worth £120,000. On 1 January 2006 the value has increased to £128,000 and a new investor joins the fund and deposits £10,000. On 1 January 2007 the value has decreased to £130,000 and £30,000 is withdrawn. On 1 January 2008 the investment funds is worth £110,000. (a) Compute the rate of return (rounded to a percentage point) by both the money-weighted and the time-weighted method. Why is the time-weighted rate of return higher?
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