1. Identify at least one example of a manufacturing cost (direct labor, direct materials, or overhead costs) associated with value added activities a non-profit homeless shelter.. 2.Which one of these: direct labor, direct materials, or overhead costs are most prominent (make up more of a non-profit homeless shelters costs)? It is fine to conjecture on this answer. You may not have access to the data.

1.) Explain the process of stock redemption.

2.) Why do non-corporate shareholders prefer stock redemptions to qualify for sale treatment? (tax implications)

3.) Describe the difference between liquidating and non-liquidating distributions from a partnership.

4.) The primary purpose of taxation is to create revenue for the federal government. What are three secondary purposes?

5.) What is the purpose of Domestic Production Activities Deduction (DPAD)?

The following data is from a survey that was conducted in both 1996 and 2001. Did the rates of smoking differ from 1996 to 2001? *Smokers are defined as those who smoke every day. (Data from WSJ,

A man heterozygous at both the locus for PTC tasting and at the locus for albinism marries an albino woman heterozygous at the PTC tasting locus. These two loci assort independently. a) what is the probability of producing 3 tasters with normal pigmentation and 3 non-taster albinos in a family of 6 children? b) what is the probability of producing 3 tasters with normal pigmentation and 3 non- taster albinos in that order in a family of 6 children?

Your paper should be a minimum of 450 words.

Describe and analyze three decisions you made over the last six months. Which of these were programmed and which nonprogrammed? Why do you believe each decision is programmed or nonprogrammed? One of your decisions included in this paper must be non-programmed.

For each decision please give specifics and why you believe the decision is programmed or non-programmed.

The Kingda Ka rollercoaster at 6 flags holds the record for the longest drop off with 127m drop.

A. If the coaster starts at the top of the hill with an initial velocity of 2 m/s, assuming no work is done by non-conservative frces, with what velocity does the rollercoaster reach the bottom of the drop?

B. After the largest drop the rollercoaster up another hill, this time 50m above the bottom. What is the velocity of the rollercoaster at the top of this second hill? Assuming no work is done by non-conservatice forces.

C. After the first two hills, the rollercoaster again reaches he bottom of it's path. Due to non-conservative forces (friction), the 800kg coaster is now moving at 45 m/s. At this point, how much work is done by friction?

25 New York Yankees players from the Major League Baseball, 2016 season, were asked about their salaries. They were further classified into pitchers and non-pitchers and the following data on their wages were obtained:

14 pitchers with sample mean = 8,592,211 and sample standard deviation = 8,869,873

11 non-pitchers with sample mean = 8,335,158 and sample standard deviation = 8,969,283

Assume that the population deviations are the same.

to. Considering a significance level of 0.01, can it be concluded that the mean wages between pitchers and non-pitchers are the same? Specify the null and alternative hypothesis as well as the test statistic.

b. Calculate the p-value of the test and conclude in the context of the problem.

c. Determine what type of error is made.

d. Build a confidence interval for the 99% wage difference.

For each item listed, identify the activity and whether it is an inflow, an outflow or of a non-cash nature.

Complete the table below.

For Activity choose 1 option of either:

1: Financing

2: Investing

3: Non-cash

4: Operating

For cash flow choose an option of either:

1: inflow

2: non-cash nature

3: outflow

A student researcher compares the heights of American students and non-American students from the student body of a certain college in order to estimate the difference in their mean heights. A random sample of 17 American students had a mean height of 70.8 inches with a standard deviation of 1.99 inches. A random sample of 12 non-American students had a mean height of 63.3 inches with a standard deviation of 2.63 inches. Determine the 90% confidence interval for the true mean difference between the mean height of the American students and the mean height of the non-American students. Assume that the population variances are equal and that the two populations are normally distributed. Step 2 of 3 : Find the margin of error to be used in constructing the confidence interval. Round your answer to six decimal places.