The team that includes about 5 to 15 members that work together to produce an entire product is called a Functional team
<h3>Who is a
Functional team?</h3>
A Functional Team refers to a group of people with a common functional expertise who are working toward shared objectives (which is to produce an entire product.)
In conclusion, the team that includes about 5 to 15 members that work together to produce an entire product is called a Functional team
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Answer: (C) Safety and security needs
Explanation:
The Safety and the security needs are one of the type of Maslow's hierarchy model that helps us to protect from the job security, safe and the healthy environment. The safety and the security are the basic physiological needs that is necessary for survival to each person.
According to the given question, the decision made by an organization may cause the employees concerned about their safety and the various types of security requirement as employees can concentrate on given task in the healthy work environment only.
It is also helps in increase the productivity as well as growth of the business and an organization. Therefore, Option (C) is correct answer.
Investments, Savings, and Expenses are the three basic strategies, which can help a person take better and efficient financial decisions on a personal level.
<h3>What are better financial decisions?</h3>
- The strategies to choose the investments in different assets and debt classes will enable a person to increase his chances of gaining better financial returns.
- The amount of money, a person decides to save for any future requirements will help him out of the financial crises that may take place in his life.
- The strategy on where to spend and where not to spend will help a person have more disposable income to fulfill the financial needs in the future.
Hence, the strategies for taking better financial decisions are as aforementioned.
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Answer:
Units transferred out less units in beginning work in process.
Explanation:
A process costing system is generally used when similar or identical products are mass produced.
To determine the total number of units transferred out = beginning work in process + units started and transferred out - ending work in process
To determine the amount of units started and completed = total units transferred out - beginning work in process
