Answer:
a. estimate the amount to mitigate high impact and probable issues.
Explanation:
In project management, a contractor can be defined as an individual or organization that temporarily undertakes a project in order to create a unique result, product, and service.
A contingency is an amount of money which is added to the initial or standard cost estimate so as to cover risk exposure and any uncertainty.
When making contingency estimates, the contractor should estimate the amount to mitigate high impact and probable issues.
As a result of uncertainties that are peculiar to everything in life, most especially projects undertaken, it is very important and necessary that the contractor should set aside an amount of money to mitigate or lessen any high impact such as dwindling prices, miscellaneous, faults, repairs and other probable issues that may arise in the process of execution.
Answer:
Expectancy theory
Explanation:
Expectancy theory states that when an individual is faced with different choices they will be motivated in a certain way in choosing a particular option based on what they expect to be the result of the choice.
So behaviour is affected by perceived result or consequence of a particular choice.
In the given scenario Joyce works hard and puts in many extra hours, and getting a promotion is most important to Joyce.
So because of her expectations that manager must recognise that:
(1) she is putting in hard work and long hours to obtain a promotion,
(2) what motivates Joyce will change over time (if she does not get the promotion), and
(3) he must clearly show Joyce how to attain the desirable reward.
Answer:
Explanation:
The formula to compute the percentage of amount due for each month is shown below:
= (Month wise amount due) ÷ (Total receivables) × 100
For April:
= ($156,240) ÷ ($390,600) × 100
= 40%
For March:
= ($78,120) ÷ ($390,600) × 100
= 20%
For February:
= ($117,180) ÷ ($390,600) × 100
= 30%
For January:
= ($39,060) ÷ ($390,600) × 100
= 10%
Answer:
option (B) 100
Explanation:
Data provided in the question:
Number of days supplier takes to deliver an order once it has been placed i.e the lead time = 25 days
Standard deviation of daily demand = 20
Now,
Standard deviation of usage during lead time
= Standard deviation of daily demand × √(Lead time)
= 20 × √25
= 20 × 5
= 100
Hence,
The answer is option (B) 100
