81. A property has a replacement cost new of $350,000. It has an effective age of 20 years and a total expected economic life of 65 years. There are curable items totaling $45,000. If they are cured, it will reduce the effective age to 15 years. What is the value of the building on a modified age-life basis? A. $204,537 b. $215,635 c. $227,024 d. $234,615

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Annabel Mora

Mathematics

31 March, 19:15

81. A property has a replacement cost new of $350,000. It has an effective age of 20 years and a total expected economic life of 65 years. There are curable items totaling $45,000. If they are cured, it will reduce the effective age to 15 years. What is the value of the building on a modified age-life basis? A. $204,537 b. $215,635 c. $227,024 d. $234,615

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Toby Charles · Answer 1

D) $234,615

Step-by-step explanation:

value of the building = replacement cost - [ (effective age / total economic life) x replacement cost]

replacement cost = $350,000 - repair costs = $350,00 - $45,000 = $305,000 effective age = 15 years after repairs total economic life = 65 years

= $305,000 - [ (15/65) x $305,000] = $305,000 - $70,385 = $234,615

The age-life method is a very common way to appraise a house or building, and it uses the effective age/useful life to determine the depreciation amount of the property. In this case, the property lost 15/65 of its value due to depreciation.