Think about industry‐disrupting companies such as Uber (disrupting the taxi industry) and Airbnb (disrupting the hotel industry). Research them if you don’t know much about them. What are the legal and ethical issues facing them? In what ways are they being responsible, irresponsible? How would you evaluate their corporate social responsibility?
In: Operations Management
A dealership sells a foreign built Tesla model X for $21,850. When the current exchange rate is £109.84/$, what is the profit margin if the car costs £1,850,000?
In: Finance
In: Economics
a) Describe how each of the following can be achieved
i. controlling a DC motor with pulse width modulator.
ii.controlling a stepper motor that has a built-in controller.
In: Electrical Engineering
Do you agree with the statement that “nothing great would ever be built if people knew in advance what the real costs and challenges were”? please faster
In: Operations Management
To what extent will built-to-change design principles apply to organizations in other industries with different environments? for example government organisation which are setup with traditional principles?
In: Operations Management
Use Google to search for articles discussing the built-in security features of at least two web browsers. Submit your findings in a brief 250 word essay.
In: Computer Science
In: Statistics and Probability
Cash flow series
| Annual Cash Flow ($ per year) | Annual Cash Flow ($ per year) | Annual Cash Flow ($ per year) | |
| Year | Prob = 0.3 | Prob = 0.22 | Prob = 0.48 |
| 0 | –5000 | –6000 | –4000 |
| 1 | 1000 | 500 | 3100 |
| 2 | 1000 | 1500 | 1200 |
| 3 | 1000 | 2000 | 100 |
Determine the expected present worth of the following cash flow series if each series may be realized with the probability shown at the head of each column. Let i = 20% per year.
The present worth when the probability is 0.3 is $
The present worth when the probability is 0.22 is $
The present worth when the probability is 0.48 is $
The expected present worth value is $ .
In: Economics
When survey data indicated that a coffee company needed to improve its package-sealing process, an experiment was conducted to determine the factors in the bag-sealing equipment that might be affecting the ease of opening the bags without tearing the inner liner of the bag. Data were collected on 19 bags and the plate gap on the bag-sealing equipment was used to predict the tear rating of a bag. Complete parts (a) through (b).
Bag Plate gap (X) Tear rating (Y)
1 -0.3 0.06
2 -0.30 0.03
3 1.80 0.45
4 1.80 0.88
5 0.00 0.31
6 0.30 0.38
7 -0.30 0.77
8 0.00 1.96
9 -0.30 0.22
10 -1.80 0.19
11 -1.50 0.16
12 3.00 3.79
13 -1.80 0.05
14 0.00 0.57
15 -2.40 0.03
16 -1.80 0.12
17 1.50 0.41
18 1.80 4.02
19 0.00 0.09
a. Construct a 95% confidence interval estimate of the mean tear rating for all bags of coffee when the plate gap is 0.3
b. Construct a 95% prediction interval of the tear rating for an individual bag of coffee when the plate gap is 0.3
In: Statistics and Probability