Solve the following questions below step by step

Question:

Measuring and reporting the nation's finances are based on government budgeting, national accounting and the accounting discipline, which are all fundamentally different. The nature and extent of these differences has rarely been made explicit. The most visible change in the accounting discipline in the second half of the 20th century was the emergence of codifications of accounting, with concomitant policy-making processes that allow for 'due process'. One result is that each codification is different within countries such as the UK and US, as well as between them. The codifications for government budgeting and national accounting are different again. The article offers some broad conclusions.

additional questions

Q1. Define Fair Value?

Q2. What Is Meant By Take Over?

Q3. What Is Secondary Market?

Q4. What Is Call Option?

Q5. What Is Raroc?

Q6. What Is The Internal Rate Of Return(irr) Of Eurekaforbes?

Q7. What Is Eps?

Q8. What Is Hedging?

Q9. What Is The Punch Line Of Job?

Q10. What Is The Entry For Deprecation?

Question:

Select a dataset from the many available datasets found online (https://www.tableau.com/learn/articles/free-public-data-sets).

After picking a public dataset look at what variables are available in the data.

Explore how variables confound and interact with each other through exploratory analysis - you may use any data exploratory software like Excel, Tableau (free for students, see the links below), Python, etc.).

Based on the exploratory analysis in the dataset, come up with 3 different questions, or hypothesizes, an organization you are familiar with may have concerning stakeholders the data examines - suggest what kind of statistical learning analysis might answer that question.

Submit a short report concerning your insights and future questions about consumer to ask with the data

(17) A coffee company has determined that the daily demand for their particular blend of coffee (in hundreds of pounds) can be modeled by the probability density function. 1(x) = (71 - 12), [0,7] a) Show /(r) is a PDF. b) Find the mean of the demand. c) Find the standard deviation of the demand. (18) The daily demand r for water (in millions of gallons) in San Jose is a random variable with exponential probability density function ((x) = =e-t, [0,00) a) Find the mean and variance of the daily demand. b) Find the probability that the daily demand is less than 7 million gallons on a given day. (19) The time in years until failure of a Nintendo Switch is exponentially distributed with a variance of a) Find the probability density function for the random variable t. b) Find the probability that a Nintendo Switch will fail in more than 2 years but less then 5 years. (20) The daily cost in dollars of electrictly in San Jose is a random variable with an exponential probability density function f(x) = 0.28e-0.285 , [0, Do) Find the median daily cost of electricity. (21) The yearly profit in millions of dollars of selling Spice from the Planet Arrakis is a random variable with an(19) The time in years until failure of a Nintendo Switch is exponentially distributed with a variance of a) Find the probability density function for the random variable t. b) Find the probability that a Nintendo Switch will fail in more than 2 years but less then 5 years. (20) The daily cost in dollars of electricty in San Jose is a random variable with an exponential probability density function f(x) - 0.28e-0.265, [0, 00) Find the median daily cost of electricity. (21) The yearly profit in millions of dollars of selling Spice from the Planet Arrakis is a random variable with an exponential probability density function f(x) - 0.05 0.05. [0, co) Find the median median yearly profit of selling Spice from Arrakis.(20) The daily cost in dollars of electrictly in San Jose is a random variable with an exponential probability density function f(x) = 0.28e-0.245 -0.245, [0, 00) Find the median daily cost of electricity. (21) The yearly profit in millions of dollars of selling Spice from the Planet Arrakis is a random variable with an exponential probability density function /(x) = 0,05e-0.015. [0. co) Find the median median yearly profit of selling Spice from Arrakis.(18) The daily demand r for water (in millions of gallons) in San Jose is a random variable with exponential probability density function f (x) = =e-1, [0,00 ) a) Find the mean and variance of the daily demand. b) Find the probability that the daily demand is less than 7 million gallons on a given day. (19) The time in years until failure of a Nintendo Switch is exponentially distributed with a variance of a. a) Find the probability density function for the random variable t. b) Find the probability that a Nintendo Switch will fail in more than 2 years but less then 5 years. (20) The daily cost in dollars of electrictly in San Jose is a random variable with an exponential probability density function /(z) = 0.28e-0-254, [0, Do) Find the median daily cost of electricity