Answer:
Net foreign lending would be equal to <u>$4 billion</u>.
Explanation:
This can be computed using the formula for computing the total output of an open economy as follows:
Y = C + G + I + NX .................................. (1)
Where;
Y = Total Output = $35 billion
C = Desired consumption = $15 billion
G = Government purchases = $10 billion
I = Desired investment = $6 billion
NX = Net foreign lending = ?
Substituting the values into equation (1) and solve for NX, we have:
$35 = $15 + $10 + $6 + NX
$35 - $15 - $10 - $6 = NX
NX = $4 billion
Therefore, net foreign lending would be equal to <u>$4 billion</u>.
The answer has to be true
In self managed teams, there is an expectation of increased productivity and quality of work life because employees are delegated greater authority and granted increased autonomy.
<h3>What is self managed team?</h3>
Self-managed team includes group of people a that work together to render a service or to sell and produce a good.
They do not work under any manage or require managerial supervision.
Therefore, In self managed teams, there is an expectation of increased productivity and quality of work life because employees are delegated greater authority and granted increased autonomy.
Learn more on self managed team
brainly.com/question/7199325
Answer: (A) Monitoring the administrative ratio to make sure staff expenses do not become excessive
Explanation:
The structural control is one of the concept that helps in monitoring the main building block in an organizational structure and managing all the functions such as design of an organization, performance, goals and the requirement within an organizational structure.
According to the question, the structural control is one of the process of monitoring the main administrative ratio so that the staff expenses are not becoming more excessive and serving only on the basis of important purpose and requirement.
Therefore, Option (A) is correct answer.
Answer: The answer that is correct is the last one, which is shape.
I hope this helped!
