Questions
The administration at a university is interested in studying if any relationship exists between quality of...

The administration at a university is interested in studying if any relationship exists between quality of academic experience at the school and whether the student is a major in the College of Humanities and Social Sciences (HSS major) or has a major in the College of Business (Business major). The school randomly surveys 10 seniors who are HSS students and 10 seniors who are Business students and asks them to rate the quality of their academic experience on a scale of 1-10, where 10 is extremely high and 1 is extremely low. Here are the data:

HSS Major Business Major
7 4
6 7
10 4
4 6
8 8
9 7
6 9
8 5
7 8
10 7

The HSS majors have a mean of 7.5 and a variance of 3.6, whereas the Business majors have a mean of 6.5 and a variance of 2.9.

Answer the following questions:

1. What is the null hypothesis? (1 point)

2. What is the research hypothesis? (1 point)

3. What is the dependent variable? (1 point)

4. Write out the results of an independent samples t-test using these data. In other words, provide the numerical answers: t-statistic, your critical value of t (or p-value), and degrees of freedom. (4 points)

5. Write a paragraph to explain the results of the hypothesis test using statistics from the problem with alpha=0.05. This should be two or more formal sentences to describe your findings and conclusions.

In: Statistics and Probability

Assume that U.S. can produce two goods, compact discs and apples. Compact discs are produced using...

Assume that U.S. can produce two goods, compact discs and apples. Compact discs are produced using capital and labor. Apples are produced using land and labor. The total supply of labor is 20 workers. Given the supply of capital, the marginal products of labors are as follows:

Number of Workers Employed

Marginal Product of Labor in Compact Disc Sector

Marginal Product of Labor

in Apples Sector

1

16

14

2

15

13

3

14

12

4

13

11

5

12

10

6

11

9

7

10

8

8

9

7

9

8

6

10

7

5

11

6

4

12

5

3

13

4

2

14

3

1

15

2

0

Suppose that the price of a compact disc is $2 and the price of apples is $1

The equilibrium allocation of labor between the compact disc sector (LCD) and the apple sector (LA) is respectively

a.

LCD = 11 and LA = 9

b.

LCD = 9 and LA = 11

c.

LCD = 10 and LA = 10

d.

LCD = 13 and LA = 7

e.

LCD = 14 and LA = 6

B)

Suppose that the price of a compact disc is $2 and the price of apples is $1

The equilibrium wage rate (w) is

a.

w = $6

b.

w = $7

c.

w = $8

d.

w = $9

e.

w = $10

In: Economics

Your firm is considering issuing​ one-year debt, and has come up with the following estimates of...

Your firm is considering issuing​ one-year debt, and has come up with the following estimates of the value of the interest tax shield and the probability of distress for different levels of​ debt:

Debt Level​ (in $​ million)

0

40

50

60

70

80

90

PV​ (interest tax​ shield, $​ million)

0.00

0.76

0.95

1.14

1.33

1.52

1.71

Probability of Financial Distress

0%

0%

1%

2%

7%

16%

31%

Suppose the firm has a beta of​ zero, so that the appropriate discount rate for financial distress costs is the​ risk-free rate of 5%. Which level of debt above is optimal​ if, in the event of​ distress, the firm will have distress costs equal to

a. ​$2 ​million?

b. ​$5 ​million?

c. ​$30 ​million?

In: Finance

java programming Create a class named Money. It should have member variables for Member Variables Store...

java programming

Create a class named Money. It should have member variables for
Member Variables
Store dollars and cents as members (both should be int). They should be
accessible from only inside the class.
Methods
 Write a default constructor that sets members to 0.
 Write a two-parameter constructor that sets members to the parameter
values.
 Write get/set methods for the member variables.

 Write an override method for toString. The returned string should be
formatted as a normal money string. For example, if dollars is 2 and cents is
5 then it should return $2.05. If dollars is 3 and cents is 50 then it should
return $3.50.
 Write an override method for equals. It should return true if both the
dollars and cents are equal and false otherwise. This means you compare
the dollars in the current to the dollars in the other and you compare the
cents in one to the cents in another.

Class – Main
The main method should be in this class.
 Declare an array of Money in main. The array should have 20 elements.
 Populate the array with data from a file. Use a loop to read data from the
input file. Use the input file data given at the end of this document.
 Write a loop that will print all elements of the array on screen. You should
have read all data from the input file before doing this.
 Write a loop that will add up all the money in the array and store the total
in another Money instance. After the loop print the total money on screen
using the Money instance that has the total. You should use toString to get
the formatted money string. The total money that gets print should not
have a cents value over 99. For example, 7 dollars and 160 cents should be
8 dollars and 60 cents. You should have read all data from the input file
before doing this.
 Add two calls to the Money equals override. One to demonstrate that the
instances are equal and another to demonstrate that they are not equal.

In: Computer Science

A statistics student who is curious about the relationship between the amount of time students spend...

A statistics student who is curious about the relationship between the amount of time students spend on social networking sites and their performance at school decides to conduct a survey. Three research strategies for collecting data are described below. Match each strategy with the correct sampling method. He randomly samples 40 students from the study's population, gives them the survey, asks them to fill it out and bring it back the next day. Answer 1 He gives out the survey only to his friends, and makes sure each one of them fills out the survey. Answer 2 He posts a link to an online survey on his Facebook wall and asks his friends to fill out the survey. Answer 3

In: Statistics and Probability

A suburban hotel derives its revenue from its hotel and restaurant operations. The owners are interested...

A suburban hotel derives its revenue from its hotel and restaurant operations. The owners are interested in the relationship between the number of rooms occupied on a nightly basis and the revenue per day in the restaurant. Below is a sample of 25 days (Monday through Thursday) from last year showing the restaurant income and number of rooms occupied.

Day Revenue Occupied Day Revenue Occupied
1 $ 1,452 40 14 $ 1,425 31
2 1,361 20 15 1,445 51
3 1,426 21 16 1,439 62
4 1,470 54 17 1,348 45
5 1,456 62 18 1,450 41
6 1,430 29 19 1,431 62
7 1,354 22 20 1,446 47
8 1,442 21 21 1,485 43
9 1,394 15 22 1,405 38
10 1,459 65 23 1,461 36
11 1,399 41 24 1,490 61
12 1,458 35 25 1,426 65
13 1,537 51

Determine the coefficient of correlation between the two variables. (Round your answer to 3 decimal places.)

c-1. State the decision rule for 0.025 significance level: H0: ρ ≤ 0; H1: ρ > 0. (Round your answer to 3 decimal places.)

c-2. Compute the value of the test statistic. (Round your answer to 2 decimal places.)

c-3. Is it reasonable to conclude that there is a positive relationship between revenue and occupied rooms? Use the 0.02 significance level.

What percent of the variation in revenue in the restaurant is accounted for by the number of rooms occupied? (Round your answer to 1 decimal place.)

In: Statistics and Probability

Ms. Smokey 62 y/o white female HPI—Here for a screening annual physical Current Health Data: Takes...

Ms. Smokey 62 y/o white female

HPI—Here for a screening annual physical

Current Health Data:

Takes HRT, but she does not know the name of them

No known allergies

Screening tests/Last PE—in 2015 and was told that “all was normal”

Immunizations—had a Td at age 50 after an injury; takes flu shot every year

LMP was at age 54

PMH—childhood illnesses—none; only hospital stay was when she had her son, who is age 32

PMH—Osteopenia

Sexual Hx—sexually active since age 24—3 lifetime partners; widowed since last year; in a new relationship for last 2 months

Psych—sad sometimes, but no prior diagnosis of Depression

FH—Father is 82 y/o has HTN, Hyperlipidemia, COPD; Mother died at age 73—with HTN and a CVA

Personal/Social HX—she works as a junior high school teacher; she is a social smoker—2-3 cigarettes every week or so; drinks 1 glass of white wine every evening with dinner

ROS—unremarkable except for some vaginal dryness

PE: 98-70-14 130/90   BMI 36

Profile:

Age/Gender/Race risks-

Personal/Family risks-

Prevention Needs:

Screening Needs:

Counseling Needs:

Chemoprophylaxis/Immunizations:

Prevention Deficits:

Screening Deficit-

Counseling Deficit-

Chemoprophylaxis/Immunizations Deficit-

Obesity Management Plan

7.0.3

In: Nursing

McDonald's Corporation has 8 7/8% bonds that mature in 15 years. What is the value of...

McDonald's Corporation has 8 7/8% bonds that mature in 15 years. What is the value of a $1000 par value McDonald's Corporation bond for each of the following required rates of return assuming the investor will hold the bond to maturity assume the coupon is paid annually?
a. 10.00%
b. 8.875%
c. 6.00%

In: Finance

a = [3, -4, 7] b = [-6, 9, 8] c = [4, 0, 8] d...

a = [3, -4, 7] b = [-6, 9, 8] c = [4, 0, 8] d =[7, 1, 7] e = [3, -5, 2, 1] f =[5, -7, -3, 6] g = [3, -4, 4, 3]
P = Projection of
ex. C = |g|(gf/gf) C = gf/|f|
ex. P g --> f = Cgf = C(gf/f) (1/|f|) (f) =( gf/ff)(f)
Find
a. Pg --> f
b. Pa --> 3b + e

Find (cross multiply)
a. ||a X b||
b. ||g X e||
c. ||d X b||
d. Calculate d X b
e. Calculate c X d

In: Advanced Math

4.2 Explain using properly labelled diagrams, why a perfectly competitive firm will earn only normal profit...

4.2 Explain using properly labelled diagrams, why a perfectly competitive firm will earn only normal profit in the long-run.

4.3 Explain SEVEN (7) conditions necessary for a perfectly competitive market to exist.

In: Economics