There can be many bad managerial decisions that led to failed outcomes.
What were the bad managerial decisions made that led to a failed outcome?
- The top management decided to pursue a quick and aggressive implementation schedule.
- To predict the sales demand in Canada, mid-managers populated the ERP system with benchmark data from US operations.
- The system's auto-replenishment feature is disabled by store managers because there are insufficient checks and balances.
What is the critical issue in ERP implementation?
To benefit from an ERP solution, a significant amount of change must be carefully managed after an ERP implementation. Top management's commitment, process reengineering, the ERP's integration with other business information systems, the choice and management of consultants and employees, and employee training on the new system are crucial factors that must be carefully taken into account to ensure successful implementation.
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Answer:
The correct answer is option e.
Explanation:
The supply in the given example is assumed to be unchanged. Supply being constant an increase in demand will cause the demand curve to shift to the right. This rightward shift in the demand curve will intersect the supply curve at a higher point. This will cause an increase in the price as well as quantity of output in the market.
So, option e is the correct answer.
Answer:
Deceptive sales technique
Explanation:
Based on the information provided within the question it can be said that what the salesperson did in this scenario is an example of a Deceptive sales technique. This term refers to when a salesperson pushes a product or service on a customer with high-pressure by appealing to that individuals potential fears, greed, or vanity in order to convince them on purchasing the product. Exactly what the salesperson did to Jordan.
Answer:
<em>Max APR=6.34%</em>
Explanation:
<u>Present Value of Payments</u>
If someone borrows an amount PV and will make regular payments of R dollars, then the relation between them is
Where
We know the maximum value for R is $650, thus we can know the minimum value for Fa with:
It means that we need to find the value of i such that (for n=48):
This equation cannot be solved in terms of natural or algebraic functions. We need to find the best possible value of i by any numerical approximate method. Let's start off by setting i=0.01
It's too far away from the required value. Now we adjust to i=0.005
This is a much better value. A final iteration for i=0.00528 gives
This value is close enough to the required answer. Converting it tho APR:
Answer:
brainstorming method i choose this because no one can judge on what i suggest because sometimes i feel so underestimated