Topic: Mobility (Moblie apps etc)
1.Justify the trend of mobility. Explain why and where is it coming from.
Mobility in terms of mobile apps is excessive use of mobile. It has been becoming a boom in society. For various kinds of services- there is an app. People who are entrepreneurs or indulging in startups are making news apps for everything. As there is the increased use of social media and people are always on the phone- the trend of mobility has increased over the years. People earlier used to go out and aviled their service, but the mobile apps have made it very easy to avail services just sitting at home. For example, banking, grocery, medicines delivery, household mechanics, etc
This trend is coming from the globalization and modernization. There was an industrial revolution, with the industrial revolution- there was a mass production of various products. China is producing large amount of products,especially electronics. China is number one in terms of mobile production. The availability of the smartphone has become very economical and everyone owns it. Since everyone has smartphone, people are devising new business.
Topic: Mobility (Moblie apps etc) 1.Justify the trend of mobility. Explain why and where is it...
why are apps helping the newspaper and magazine industries where websites failed?
Identification: Identify the topic and explain why you believe the topic is important. the topic is Interest rates Explanation: Explain the calculations or concepts, and how it can be used in decision-making. Application: Assuming your audience knows nothing about the topic, explain how to apply it: As an entry-level professional. As a mid-level professional. As an executive-level professional. Ethics: Identify 1 ethical issue related to this topic and explain how you would address it.
The topic is: Capital Budgeting identification: Identify the topic and explain why you believe the topic is important. Explanation: Explain the calculations or concepts, and how it can be used in decision-making. Application: Assuming your audience knows nothing about the topic, explain how to apply it: As an entry-level professional. As a mid-level professional. As an executive-level professional. Ethics: Identify 1 ethical issue related to this topic and explain how you would address it.
Can someone explain where the 1!,4!,2!,5!, etc is coming
from?
Hypergeometric Probability Distribution QA=D_64)(3) _G)G). G).|5121) f(x) = W (13) .4773 12! 3!9! 220
Topic: Drug Resistance -Briefly summarize the issue or trend. -Explain how healthcare or public health professionals have developed strategies and responded to the issue or trend. -Can you explain for me how those strategies have been informed by evidence-based practices or advances in technology. -How would you change the strategy as a result of your analysis? -Make at least one recommendation to healthcare or public health professionals that is informed by the analysis.
1. Explain why the general trend exists for elements getting smaller as you move across a period on the periodic table. 2. Explain the importance of the VSEPR Theory.
Explain in 500 words or less why there is a trend towards long term care in the U.S., and also how such trend will effect you as a citizen. Be sure to use terms and examples
Justify using the knowledge from the unit sofar, anticipate the distribution of (Xn -n/ V2n when n is large, where Xn denotes a random variable which is a x 2 with n degrees of freedom. 4) bet Van ol nt nC How are people getting the highlightedterm? I don't understand wherethe e Van is coming from or whythey are doing Mxlt/V2n)? And why is Mzlt) and multiplication of this two and how do you know that. Can someone explain that...
The question is from the textbook Inequality, Discrimination, Poverty, and Mobility Question 1, Chapter 14: "Explain how your actions influence your lifetime earnings. What factors influencing lifetime earnings are outside your control? Why might two people born at the same time end up with different lifetime earnings? Did the person with the higher lifetime earnings have a better life?"
Justify statement 1-4 and explain why.
If a matrix A is invertible, then all the eigenvalues of A are nonzero. If two linear maps have the same characteristic polynomial, then they always have the same Jordan canonical form. If a linear map from the vector space P of all polynomials to itself is injective, then it is an isomorphism. If W, and W2 are subspaces of a vector space V, then the projection T: W W 2 → W, i.e.,...