Assume Carter and his wife buy a vacant parcel of waterfront property at the end of 2011 for $400,000 and expect to be able to sell the property (net of expenses) at the end of 2012 for $415,000. No rental income is generated on the property. Determine the nominal total return and continuously compounded total return, respectively, on this investment over for the holding period.
3.75% and 1.04%
6.25% and 1.04%
3.75% and 3.68%
6.25% and 6.06%
Given,
Value in 2011 = $400000
Value in 2012 = $415000
Solution :-
Nominal total return = (value in 2012 - value in 2011) value in 2011
= ($415000 - $400000) $400000
= $15000 $400000 = 0.0375 or 3.75%
Continuously compounded total return = Loge(value in 2012 value in 2011)
= Loge($415000 $400000)
= Loge(1.0375) = 0.0368 or 3.68%
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