The project manger is trying to perform project risk analysis to determine the impact of potential losses on projects.
<h3>What is risk analysis?</h3>
Risk analysis is the process of identifying and analyzing potential losses arising from key business initiatives or projects, thereby helping the organization to manage the risks' impacts.
Using a probability and impact matrix as a table of values shows the probability of potential risks and their severity of impact. The probability and impact matrix serves as a technique for the project manager to perform risk analysis.
Thus, the project manager is trying to perform project risk analysis to determine the impact of potential losses on projects.
Learn more about risk analysis in project management at brainly.com/question/15296501
Answer:
The correct option is C. SUV
Explanation:
SUV is the support utility vehicle which is a combination of an on road vehicle with features of an off road vehicle or a house. It will have input of multi purpose furniture, place to rest, cook and excrete , all fixated on an on-road bus or a van.
The producer can use this product to keep a high margin of profit along with giving after sales services. If the vehicle has some running issue or some physical damage, the after sales service can cover that.
Percentage is a ratio of a unit of an outcome in an event divided to the total sample times 100%. It means parts per hundred. To calculate, we get the ratio of the people who liked the choices and the total sample then multiply by 100. We calculate as follows:
Percent = 140/250 x100 = 56%
Answer: True
Explanation:
Sally by taking her business to the internet can now be able to reach a global customer base, therefore this increases her business scope.
This implies she can now reach the same wide range of distribution of customers with a her small business as large companies could, by simply creating a website for her business and placing it on the world wide web.
Answer:
Company should load 1,479.9 motorcycles on each truck.
Explanation:
Cost per trip = $1,000
Demand for motorcycles = 300 per day
Cost per engine = $500
Holding cost = 20% of $500
= $100
Assuming that company plant works for 365 days in a year,
Annual demand = 300 motorcycles × 365 days
= 109,500 motorcycles
where,
D = Annual demand in units
S = Set up cost per order
H = Handling cost per order
= 1,479.9
Thus, the company should load 1,479.9 motorcycles on each truck.
