You just borrowed $50,000 to buy a car. You will pay back this loan with monthly payments of $1,610 for 4 years. What is the APR (annual percentage rate) on this loan?

What is the effective annual rate associated with an 8% nominal annual rate (r = 0.08) when interest is compounded (1) annually: (2) semiannually: (3) quarterly: (4)monthly:

You negotiate a great deal and your bank agrees to lend you money for 30 years at 4% APR (annual percentage rate). The house costs $300,000 and you pay 20% down and finance the rest. (1) Monthly payment: (2) The interest payment portion of 1st Monthly payment: (3) The principal payment portion of the 1st Monthly payment: (4) Balance after the 1st payment:

You end up with $20,000 after investing for 20 years at 8% annually. What was the PV?

1. Armand thinks that male and female romantic partners have different opinions of how enjoyable Valentine’s day activities are. Female partners come in within with their male partners. Each rates how much they like going out with their partner on Valentine’s day.

1. Using mathematical notation what are the null and alternative hypotheses for this study? (1 point).

2. Compute the appropriate test statistic for testing the hypothesis (5 points).

3. Using  = .05, what do you conclude males and female romantic partner’s opinions about Valentine’s day? Be sure to provide the critical value in your answer (1.5 points).

A psychologist is interested in the relationship between color of food and appetite. To explore this relationship, the researcher bakes small coockies with icing of one of three different colors (green, red or blue). The researcher offers cookies to subjects while they are performing a boring task. Each subject is run individually under the same conditions, except for the color of the icing on the cookies that are available. Six subjects are randomly assigned to each color. The number of cookies consumed by each subject during the 30-minute session is shown in table below.

a. Calculate the F statistic: ***PLEASE show handwritten work for calculating SSbetween.***

b. Find the critical F(a = .01)

c. Present your results in the form of a summary table

Java Code!!!!

A five-digit number is said to be friendly if:

• the leftmost digit is divisible by 1 and
• the leftmost two digits are divisible by 2 and
• the leftmost 3 digits are divisible by 3 and
• the leftmost 4 digits are divisible by 4 and
• leftmost 5 digits (the five-digit number itself) is divisible by 5.

For example, the number 42325 is a friendly number:

• 4 is divisible by 1 and
• 42 is divisible by 2 and
• 423 is divisible by 3 and
• 4232 is divisible by 4 and
• 42325 is divisible by 5.

Write a program that will accept a 5 digit number (i.e, 10000 - 99999) from the user and prints to the screen a message telling the user if the number entered is or is not a friendly number. If the number entered is not a 5 digit number print to the screen an appropriate message and end the program. You must use an if/else statement which must have a condition constructed using boolean logic to test if the number is friendly.

A researcher is interested to learn if there is a linear relationship between the hours in a week spent exercising and a persons life satisfaction. The researchers collected the following data from a random sample, which included the number of hours spent exercising in a week and a ranking of life satisfaction from 1 to 10 ( 1 being the lowest and 10 the highest).

Participant Hours of Exercise Life Satisfaction

1 3 1

2 14 2

3 14 4

4 14   4

5 3 10

6 5 5

7 10 3

8 11 4

9 8 8

10 7 4

11 6 9

12 11 5

13 6 4

14 11 10

15 8 4

16 15 7

17 8 4

18 8 5

19 10 4

20 5 4

1. Find the mean hours of exercise per week by the participants.
2. Find the variance and standard deviation of the hours of exercise per week by the participants.
3. Run a bivariate correlation to determine if there is a linear relationship between the hours of exercise per week and the life satisfaction. Report the results of the test statistic using correct APA formatting.
4. Run a linear regression on the data. Report the results, using correct APA formatting. Identify the amount of variation in the life satisfaction ranking that is due to the relationship between the hours of exercise per week and the life satisfaction (Hint: the R² value)
5. Report a model of the linear relationship between the two variables using the regression line formula.

I am struglling with knowing what tests to run in SPSS and doing it correctly.

We are required to show our data through SPSS

the data BaseballTimes contains 4 quantitative variables that might be useful for predicting game "Time".

Runs, Margin, Pitchers, and Attendance

From among the four predictors choose a model for each of the following goals

a. Maximize the coefficient of determination R^2

b. Maximize the adjusted R^2

c. Minimize Mallow's Cp

d. Considering models a-c, whamt model would you choose to predict game Time and why?

e. Using stepwise procedure(forward backwards, elimination process) find the "best" model

1) If the electron drops down from the n=5 level to n=2, and then to the ground state of hydrogen, what colors (wavelengths) of light will be emitted?

2) What color of light is this?

3) Photon color for n=2 to ground

4) What color of light is this?

obs group g density 1 Control 1 605 2 Control 1 604 3 Control 1 640 4 Control 1 602 5 Control 1 580 6 Control 1 599 7 Control 1 597 8 Control 1 617 9 Control 1 566 10 Control 1 578 11 Lowjump 2 625 12 Lowjump 2 624 13 Lowjump 2 632 14 Lowjump 2 623 15 Lowjump 2 635 16 Lowjump 2 623 17 Lowjump 2 624 18 Lowjump 2 627 19 Lowjump 2 630 20 Lowjump 2 630 21 Highjump 3 649 22 Highjump 3 630 23 Highjump 3 632 24 Highjump 3 615 25 Highjump 3 633 26 Highjump 3 625 27 Highjump 3 615 28 Highjump 3 634 29 Highjump 3 598 30 Highjump 3 619

Many studies have suggested that there is a link between exercise and healthy bones. Exercise stresses the bones and this causes them to get stronger. One study examined the effect of jumping on the bone density of growing rats. There were three treatments: a control with no jumping, a low-jump condition (the jump height was 30 centimeters), and a high-jump condition (60 centimeters). After 8 weeks of 10 jumps per day, 5 days per week, the bone density of the rats (expressed in mg/cm3 ) was measured. Here are the data. data379.dat (a) Make a table giving the sample size, mean, and standard deviation for each group of rats. Consider whether or not it is reasonable to pool the variances. (Round your answers for x, s, and to one decimal place.) Group n s Control Low jump High jump (b) Run the analysis of variance. Report the F statistic with its degrees of freedom and P-value. What do you conclude? (Round your test statistic to two decimal places and your P-value to three decimal places.) F = P = Conclusion: There is statistically significant difference between the three treatment means at the ? = .05 level.

Sorry here is the Date

The Assignment: (1- to 2-page Comparison Grid, 1-Page Analysis, and 1-page Fact Sheet)

Part 1: Agenda Comparison Grid

Use the Agenda Comparison Grid Template found in the Learning Resources and complete the Part 1: Agenda Comparison Grid based on the current/sitting U.S. president and the two previous presidential administrations and their agendas related to the public health concern you selected. Be sure to address the following:

• Identify and provide a brief description of the population health concern you selected and the factors that contribute to it.
• Describe the administrative agenda focus related to the issue you selected.
• Identify the allocations of financial and other resources that the current and two previous presidents dedicated to this issue.
• Explain how each of the presidential administrations approached the issue.

Part 2: Agenda Comparison Grid Analysis

Using the information you recorded in Part 1: Agenda Comparison Grid on the template, complete the Part 2: Agenda Comparison Grid Analysis portion of the template, by addressing the following:

• Which administrative agency would most likely be responsible for helping you address the healthcare issue you selected?
• How do you think your selected healthcare issue might get on the agenda for the current and two previous presidents? How does it stay there?
• Who would you choose to be the entrepreneur/ champion/sponsor of the healthcare issue you selected for the current and two previous presidents?

Part 3: Fact Sheet or Talking Points Brief

Using the information recorded on the template in Parts 1 and 2, develop a 1-page narrative that you could use to communicate with a policymaker/legislator or a member of their staff for this healthcare issue. Be sure to address the following:

• Summarize why this healthcare issue is important and should be included in the agenda for legislation.
• Justify the role of the nurse in agenda setting for healthcare issue

Submit your final version of Part 1: Agenda Comparison Grid, Part 2:

A different teacher wants to see if Test 1 was predictive of Test 2. Please answer the following questions based on the data set.

A) What is the y intercept?

B) What is the slope?

C) What is the amount of variance explained in Test 2 by Test 1?

D) Assuming a student got an 84 on Test 1, what is the predicted score for Test 2? Please round to the nearest whole number.

E). For the Excel Data Set please find and report for Test 1 and Test 2 the Mean, SD, and the tolerance levels for both for which there would be any outliers (i.e., the value for which a score must be less than to be consider an outlier and the value for which a number must greater than to be considered an outlier.