Answer: C. The longer the loan repayment period, the higher the total cost of the loan. This statement is true because of the relationship between the interest rate, the principal, the loan repayment period and the total cost of the loan. When you have a long term loan, you are ultimately paying interest over a longer period than if you had a short term loan. Due to the length of the loan, the overall amount paid on the loan is much higher. The longer the loan, the longer interest is accuring and being paid on it.
Answer:
C.) Compromise
Explanation:
B. Principle
C. Terminal Value
An example of libel is a journalistmaking someone look bad by purposefully making up false and defamatorystatement. When a journalist causes damage against the subject’s reputation itis considered to be libel. State consider six different legal elements in libelcases which are the defamatory nature of the communication, the way it waspublished, the truth or falsity of the claims and the harm on reputation.
Answer:
Libel
Explanation:
The term that fits the description is C) Disruption.
Disruption in the supply chain can occur due to various reasons, such as unexpected events like natural disasters, supplier failures, geopolitical issues, or other unforeseen circumstances. In a lean system where inventory levels are kept minimal to reduce waste and improve efficiency, disruptions can have a significant impact on operations, causing delays and potentially halting production due to a lack of necessary materials or components.
Options A, B, and D are important aspects of supply chain management but do not directly relate to the inhibiting effect of minimal inventory levels in lean systems caused by disruptions. Agility (A) refers to the ability to quickly respond and adapt to changes. Risk management (B) involves identifying, assessing, and mitigating risks in the supply chain. Vulnerability (D) refers to the degree to which a system is exposed to the possibility of disruptions or adverse events.
Answer:
a. Compute the output if the capital investment is $125,000 and the size of the labor force is 1,331 worker-hours.
Q(K, L) = 120K²/³ x L¹/³
Q(125,1331) = 120 x 125²/³ x 1331¹/³ = 120 x 25 x 11 = 33,000 units
b. What will happen to the output in part (a) if both the level of capital investment and the size of the labor force are cut in half
Q(K, L) = 120K²/³ x L¹/³
Q(62.5,665.5) = 120 x 62.5²/³ x 665.5¹/³ = 120 x 15.75 x 8.73 = 16,499.7 units
To solve the problem, substitute the given values for capital and labor into the function equation to find the output. Then, cut those values in half and do the process again to establish how the output changes.
To solve this problem, first we must understand the function provided: Q(K, L) = 120K^2/3 L^1/3. In this function, Q is output, K is capital investment, and L is labor force.
For part (a), we substitute K with 125 (since K is in units of $1000 and capital investment is $125,000), and L with 1331:
Q(125,1331) = 120(125)^2/3 (1331)^1/3
Solve this equation to find Q, which is the output.
For part (b), if both capital and labor are cut in half, we substitute K with 62.5 and L with 665.5 into the equation, and solve for Q again to find out how the output changes:
Q(62.5,665.5) = 120(62.5)^2/3 (665.5)^1/3
Finding the solutions to these calculations will provide you with the answers to both parts of your problem.
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