Answer:
The below solution will guide your believe of what should be appropriate qualitative assumptions for inherent risk.
Explanation:
Answer:
c.
Explanation:
Based on the scenario being described it can be said that the action that should be expected to be performed would be connecting multiple processes such as performance management, training and development, and career management. This is because the Integrated Talent Management (TM) approach focuses on all of the HR processes in order to attract, onboard, develop, engage, and retain high-performing employees.
Answer:
The correct answer is letter "D": better match the complexity of the real world.
Explanation:
Economists create models to <em>reflect real-world phenomena through simplified concepts</em>. Those models tend to adopt the most variables possible of economic events to analyze them in-deep, find out why they happen, attempt preventing them or finding a solution for them if feasible.
In addition to prototyping, Powder Bed Fusion (PBF) AM processes have lately been more widely used to manufacture end-use parts. These changes lead to necessity of higher requirements to quality of a final product. Optimization of process parameters is one of the ways to achieve desired quality of a part.
In addition to prototyping, Powder Bed Fusion (PBF) AM processes have lately been more widely used to manufacture end-use parts. These changes lead to necessity of higher requirements to quality of a final product.
Optimization of process parameters is one of the ways to achieve desired quality of a part. Finite Element Method (FEM) and machine learning techniques are applied to evaluate and optimize AM process parameters. While FEM requires specific information, Powder Bed Fusion Machine Learning is based on big amounts of data. This paper provides a conceptual framework on combination of mathematical modelling and Machine Learning to avoid these issues.
Learn more about Powder Bed Fusion here
brainly.com/question/28322914
#SPJ4
Answer:
$48
Explanation:
Calculation the minimum transfer price that the Heating Division should accept
Using this formula
Minimum transfer price=[New UVC + (Lost USP - Regular UVC)]
Let plug in the formula
Minimum transfer price=$28+ ($40- $20)
Minimum transfer price=$28+20
Minimum transfer price= $48
Therefore the minimum transfer price that the Heating Division should accept is $48
