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Leviafan [203]
2 years ago
5

Two years ago, you bought a property for $264,500. Values increased in that area by 5% the first year and 7% the second year. Ho

w much is your property worth today?
Business
1 answer:
LuckyWell [14K]2 years ago
4 0

If a property is valued at $264,500, and its value increases by 5% in one year, and by 7% in two years, the total value or worth of the property at the end of two years will be $297,165. Therefore, the option A holds true.

<h3>What is the significance of property value?</h3>

A property value can be referred to or considered as the value of a piece of land during any given period of time. The value of a property is driven by a number of internal as well as external factors, such as inflation and appreciation.

From the given information, at the end of 1 year the value of property will be  264,500 + 5% = $277725, and similarly, at the end of the two years it will be 277725 + 7% = $297,165.75.

Therefore, the option A holds true regarding the significance regarding property value.

Learn more about property value here:

brainly.com/question/14301460

#SPJ4

The question seems to be incomplete. It has been added below for better reference.

Two years ago, you bought a property for $264,500. Values increased in that area by 5% the first year and 7% the second year. How much is your property worth today?

A. $297,165

B. $277,725

C. No change

D. $283,015

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Answer:

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Purchase               $160,000       $200,000       $252,000

Explanation:

For computing the required purchase from Jan to Mar we need to find out the following amounts

Particulars                Jan                  Feb                Mar                  Apr

Projected sales    $380,000     $460,000        $620,000        $660,000

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Ending inventory   $46,000      $62,000          $66,000

Beg inventory        $38,000      $46,000           $62,000

Now the required purchased for each month is

Particulars                Jan                  Feb                Mar

COGS                    $152,000        $184,000        $248,000

Add: ending inve  $46,000         $62,000         $66,000

Less: Beg inve      ($38,000)       ($46,000)       ($62,000)

Purchase               $160,000       $200,000       $252,000

Here,

COGS = Cost of goods sold

Since the desired ending inventory is 25 percent of the following month’s cost of goods sold so beginning inventory would be 25 percent in current year cost of goods sold

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Answer:

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