Answer:
the re-order point is 97.17
Explanation:
The computation of the re-order point is given below:
Re-order point is
= (Daily demand × Lead time) + (Z × Standard deviation × Sqrt(Lead time)
= (25 × 3) + (1.28 × 10 × Sqrt(3))
= 97.17
hence, the re-order point is 97.17
The same is to be considered and relevant too
Answer:
Relevance and cost effectiveness
Explanation:
Full disclosure principle means that a business should report all the relevant and necessary information regarding their financial statement to the people who are accustomed to reading it as not disclosing full information might affect the readers understanding.
It prevents any lack of information from the business's financial information and helps to ensure that creditors, stakeholders and investors are aware of all the relevant information while making key decisions that affect the company.
Not disclosing all the information could manipulate the companies financial statement and it may look stronger that it really is.
False
Credit Bureau supplies ratings based off of prior credit history. Companies / banks decide if you are worthy of loans based off of these ratings.
Answer:
A. expose customers to high-margin items.
Explanation:
Retail layout refers to how retailers organize the shelf space and allocate all the products in a way that allows them to influence customer decisions. The objectives of the layout include creating a good customer experience and allowing customers to access easily the products with higher margins to generate more value for the company. According to this, the answer is that a key objective for a retail layout is to expose customers to high-margin items.
Answer:
$960,000
Explanation:
The balance in equity investment made by Cleaverland in Omaha as at December 31, 2020 shall be determined using the following method:
Purchased price of Cleaverland as at January 1, 2019 $650,000
Net income for the year 2019 $150,000
Net income for the year 2020 $190,000
Less: Dividend paid by Omaha to Cleaverland ($30,000)
Balance as at December 31, 2020 $960,000