Had to look for the options and here is my answer. Based on digital forensics's basic methodology, the very first thing that should be done upon investigation is the identification of relevant items of evidentiary value or known as EM. Hope this answers your question.
Cube utilization is the calculation which determines the total space used in storage.
Cube utilization is expressed as a percentage between 0% - poor and 100% - excellent, accordingly. So if you have filled every available spot in your warehouse with product, then you have 100 percent warehouse cube utilization.
Cube utilization is related to benefit reducing transportation costs, as effective cube utilization significantly lowers freight and supply chain costs. Cubing and weighing equipment helps companies make better use of their warehouse space, cut shipping costs and reduce errors.
Hence, in order to improve cube utilization, products should be shipped in bulk form to avoid packaging.
To learn more about transportation costs here:
brainly.com/question/28168850
#SPJ4
The cost of goods sold for the Askew Company for the year ending June 30, 2021 is $233,000.
Using this formula
Cost of goods sold=Beginning Inventory+ Net purchases- Ending Inventory
Where:
Beginning Inventory=$32,000
Net purchases=($240,000-$6,000-$10,000+$17,000)=$241,000
Ending Inventory=$40,000
Let plug in the formula
Cost of goods sold=$32,000+$241,000-$40,000
Cost of goods sold=$233,000
Inconclusion the cost of goods sold for the Askew Company for the year ending June 30, 2021 is $233,000.
Learn more here:
brainly.com/question/15708509
Answer:
a. Rao indorses his payroll check in blank.
Explanation:
There are many types of indorsements, and out of them one is "Trust Indorsement"
Trust Indorsement is an indorsement to a person who can use the funds for the benefit of the indorser.
Example:
Brian indorses a check to his employee Denny "Payable to Denny, as agent for Brian", This is an example of trust indorsment.
Option b and c are clearly examples of trust indorsements in which you can notice that Rao has indorsed his lawyer and accountant "as agent for Rao".
Whereas, option a is NOT a trust indorsment but rather a "Blank Indorsement"
Blank Indorsment is an indorsement that doesn't have any particular indorsee and only has a signature on it.
<h2>Every country operate in a different yet similar system of both political and social affairs.</h2>
Explanation:
Every country operate in a different yet similar system of both political and social affairs. In terms of political differences, some countries have parliamentary governments while some countries like the US have presidential governments.
Regardless of how each country operate politically, most of the operational system of these countries are embedded in democracy and the general welfare of its citizens. The differences occur because of these operational systems of each country. They could differ in policies, reforms or laws which are based on the interests of its people and the nation.
In economic terms, the differences occur when governments prioritize what economic policies or model they choose to implement. Economic systems of a country change according to the need of the times. For instance, China initially, after its independence, chose to remain a closed economy until it reformed its policies in 1978 to finally open up the country.
Legal systems of countries differ from one another as every country use a civil law system based on its cultural, social, political and historical circumstances. For instance, in US each state has the power to establish its own legal procedures while in some country, every state must follow a uniform civil code.
As we know the political economy refers to both the political and economic systems of a country, management practice of national differences is important to taken into account before securing economic relations with another country. Management practice of national differences helps in finding favorable economic and political systems around the world for a country to make both economic and political partnership with.
