The cost of land would not include option(a) i.e, the Cost of parking lot lighting.
<h3>What is meant by
the cost of land?</h3>
The asset valuation method that is used to value land that appears on a company's balance sheet is known by the financial accounting term cost of land. The price of the land would cover all costs incurred in purchasing the property as well as those incurred in getting it ready for usage by the business.
The price of the land might be calculated by adding the purchase price, the local government's appraisal of the property, deducting the cost of any existing structures, and title insurance premiums.
All expenses incurred to prepare the improvements for use are included in the cost of land improvements. For instance, the cost of the parking lot is just the agreed-upon fee when two businesses enter into a contract to build one on the other's property.
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<span>The answer to this
question is False. Sanctions do not only rarely achieve their goal of forcing
change in the targeted country, but they also tend to produce collateral
economic damage in the nations that do apply them.</span>
Answer:
B. discharged
Explanation:
Based on the information provided within the question it can be said that Bottling's contractual obligation to Chug is breached. This term refers to when a party in a contract does not meet the obligations that they agreed upon for whatever reason. Which, since Bottling decided to not perform their part of the contract due to prices becoming to high then they are breaching the contract, regardless whether or not it is due to external factors.
Answer:
EAR = (1+APR/m)^m - 1 where m=compounding periods
1. 0.116 = (1+APR/2)^2 - 1
(1+0.116) = (1+APR/2)^2
(1.116)^(1/2) = 1+APR/2
APR = [(1.107)^(1/2) - 1]*2
APR = [1.05214067501 - 1]*2
APR = 0.05214067501 * 2
APR = 0.10428135002
APR = 10.43%
2. 0.116 = (1+APR/12)^12-1
APR = [(1+0.116)^(1/12)-1]*12
APR = [1.116^(1/12) - 1] * 12
APR = [1.00918785692 - 1] * 12
APR = 0.00918785692 * 12
APR = 0.11025428304
APR = 11.05%
3. 0.093 = (1+APR/52)^52 - 1
APR = [(1+0.093)^(1/52) - 1] * 52
APR = [1.093^(1/52) - 1] * 52
APR = [1.0017115825 - 1] * 52
APR = 0.0017115825 * 52
APR = 0.08900229
APR = 8.90%
