The country of Dystopia is composed of 500 workers and 100 managers Workers earn $100 and pay $10 in taxes a day. Managers earn $1,000 a day in salary, bonuses and performance pay. They also own investments that accrue around $300 a day in dividends, interests and capital gains. Managers also pay around $200 a day in taxes. Dystopia provides free health care and housing to all its residents, of $40/day in value Part a) Calculate the net national income of Dystopia. (Assume zero depreciation) Part b) What is the pre-tax labor’s share of national income in Dystopia? Part c) What is the pre-tax share of total income going to the top 20% in Dystopia? Part d) What is the post-tax share of national income going to the top 20% in Dystopia? Part f) Draw the pre- and post-tax Lorenz Curves in Dystopia. Part g) Calculate the pre- and post-tax income Gini coefficients for Dystopia.

Quincy put $100 in the bank and earned 25 cent in interest. What is the $100 considered?

Group of answer choices

Reinvesting

Current Ratio

Principal

Present Value

The process by which Maggie manages her liquid assets is known as?

Group of answer choices

Quarterly Management

Annual Management

Management

Cash Management

Tom deposits his payroll check into a financial institutions that provide traditional checking and savings accounts. This type of institution is known as?

Group of answer choices

Credit Union

Non - Deposit - Type Financial Institutions.

Savings and Loans

Deposit - Type Financial Institutions.

Consider an MPT with the following characteristics:

• Number of mortgages in the pool: 100
• All 100 mortgages are fully amortizing 15 year FRM with monthly payments
• All mortgages have a 4% interest rate
• Average mortgage balance: $180,000
• Prepayment is according to 200% PSA
• There is no servicing fee
• The beginning pool balance in month 15 is $16,356,436.86

a) What is the regularly scheduled payment in month 15?

b) How much of the scheduled payment received is attributable to interest in month 15?

c) How much of the scheduled payment received is attributable to principal in month 15?

d) What is the dollar amount of the prepayment in month 15?

e) How much cash do investors get in month 15?

f) Ariel has a 5% share in this MPT. How much will he receive in month 15?

g) What is the pool balance at the end of month 15 (beginning of month 16)?

Consider an MPT with the following characteristics:

• Number of mortgages in the pool: 100
• All 100 mortgages are fully amortizing 15 year FRM with monthly payments
• All mortgages have a 4% interest rate
• Average mortgage balance: $180,000
• Prepayment is according to 200% PSA
• There is no servicing fee
• The beginning pool balance in month 15 is $16,356,436.86

a) What is the regularly scheduled payment in month 15?

b) How much of the scheduled payment received is attributable to interest in month 15?

c) How much of the scheduled payment received is attributable to principal in month 15?

d) What is the dollar amount of the prepayment in month 15?

e) How much cash do investors get in month 15?

f) Ariel has a 5% share in this MPT. How much will he receive in month 15?

g) What is the pool balance at the end of month 15 (beginning of month 16)?

For a capacitor of area 100 mm ´100 mm operated at T = 300K, with F_M = 5.2 eV, x_ox = 3 nm, and

N_D = 10¹⁷ cm^-3

a) Calculate the flat band capacitance and treshold voltage

b) Draw the low frequency and high frequency CV curves

Please solve it completely and step by step. I will rate the question

A number between 1 and 100 including 1 and 100 is drawn at random. Answer the following questions:

1. What is the probability that the number drawn was greater than 81 given that the number contained a 9?
2. Given that the number was greater than 81, what is the probability that the number had a 9?

In a random sample of 100 persons with low incomes, 100 persons with average incomes, and 100 persons with high incomes, there were, respectively, 40, 50, and 60 who love biking.

(a) Use the 0.05 level of significance to test the null hypothesis θ1 = θ2 = θ3 = 0.5 (that the proportion of persons loving biking is 50% for all three income groups) against the alternative hypothesis that the three θ’s are not all equal to 0.5. In carrying out your test, be sure to state your null and alternative hypothesis, compute the test statistic, and state your conclusions, both in terms of the hypotheses and in terms of the problem.

b) specify the approximation you used in part (a)

A bond has payments of $100 in one year, $100 the following year, and then $1,100 the year after that. If the discount rate is 6%, what is the Macaulay Duration of this set of payments?

A 100 g lead ball at a temperature of 100◦C is immersed in 300 g of water with the temperature 20◦C contained in an insulated boiler whose heat capacity can be neglected. What will be the mixing temperature? What entropy change does the ball produce? What entropy change does the water bring?What will be the total entropy change?

A 0.10 kg heavy steel ball with a temperature of 200◦C is thrown into a lake with temperatures 20◦C. Which is the entropy change for the ball, for the sea and for the whole system (universe)