Holden Graham started The Graham Co., a new business that began operations on May 1. The Graham Co. completed the following transactions during its first month of operations. May 1 H. Graham invested $42,500 cash in the company. 1 The company rented a furnished office and paid $2,200 cash for May’s rent.. 3 The company purchased $1,900 of office equipment on credit. 5 The company paid $780 cash for this month’s cleaning services. 8 The company provided consulting services for a client and immediately collected $5,700 cash. 12 The company provided $2,600 of consulting services for a client on credit. 15 The company paid $780 cash for an assistant’s salary for the first half of this month. 20 The company received $2,600 cash payment for the services provided on May 12. 22 The company provided $3,100 of consulting services on credit. 25 The company received $3,100 cash payment for the services provided on May 22. 26 The company paid $1,900 cash for the office equipment purchased on May 3. 27 The company purchased $75 of advertising in this month’s (May) local paper on credit; cash payment is due June 1. 28 The company paid $780 cash for an assistant’s salary for the second half of this month. 30 The company paid $350 cash for this month’s telephone bill. 30 The company paid $290 cash for this month’s utilities. 31 H. Graham withdrew $1,800 cash from the company for personal use Enter the amount of each transaction on individual items of the accounting equation. Do not determine new account balances after each transaction. (Enter the transactions in the given order. Enter reductions to account balances with a minus sign.) thank you :) what is their cash flows statement?

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Gabi Gram started The Gram Co., a new business that began operations on May 1. The Gram Co. completed the following transactions during its first month of operations.

Required:

1. Enter the amount of each transaction on individual items of the accounting equation. Do not determine new account balances after each transaction. (Enter the transactions in the given order. Enter reductions to account balances with a minus sign.)

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Suppose a marketing company wants to determine the current proportion of customers who click on ads on their smartphones. It was estimated that the current proportion of customers who click on ads on their smartphones is 0.39 based on a random sample of 100 customers. Compute a 95% confidence interval for the true proportion of customers who click on ads on their smartphones and fill in the blanks appropriately.

Answer:

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Andrew and Jeff are attempting to determine if their GRE scores are high enough to get into the graduate schools they are interested in. DeCicco College has an average GRE score of 1550 with a standard deviation of 45. Jeff achieves a score of 1450 and Andrew a score of 1300.

a. What is the probability of the score Jeff achieved occurring within those that are accepted to the university? (e.g. what is his percentile rank?)

B. What is the probability of the score Andrew achieved occurring within those that are accepted to the university? (e.g. what is his percentile rank?)

c. Is it probable that Jeff will be accepted based on his score? d. Is it probable that Andrew will be accepted based on his score?

Christine’s son is 2 months old and makes a visit to the pediatrician for a well-visit. The average height for a 2 month old in the US is 20 inches with a standard deviation of 2. Christine’s son is 22 inches.

Determine his percentile rank.

What percentage of children fall between one standard deviation above and below the mean.

Adrian has a beagle named Sadie. Sadie has a healthy appetite and Adrian is concerned that she might be eating too much. Adrian weighs Sadie and finds she is 30 pounds. The national average is 25 pounds with a standard deviation of 3 pounds.

a. Determine Sadie’s percentile rank.

b. Should Adrian be very concerned about Sadie’s weight?

For a population with a mean of μ = 80 and a standard deviation of σ = 12, find the z- score corresponding to each of the following samples.

a. M = 83 for a sample of n = 4 scores

b. M = 83 for a sample of n = 16 scores

c. M = 83 for a sample of n = 36 scores.

The population of IQ scores form a normal distribution with a μ = 100 and a standard deviation of σ = 10.

What is the probability of obtaining a sample mean greater than M = 97, For a random sample of n = 9 For a random sample of n = 25 people

The U.S. BoP statistic for the year 2008 shows unilateral transfers as a debit entry. This implies:

a. more transfers are made from the U.S. to individuals abroad.

b. more transfers are made to the U.S. from individuals abroad.

c. U.S. investors have earned a higher rate of return on foreign assets.

d. U.S. companies have invested in large number of foreign stocks.

e. the U.S. government has bought back some Treasury bonds.

Most analysts think that the US$ was overvalued in the 1990s and 2000s. This is certainly suggested by the persistent trade deficits run between the US and the rest of the world. What accounts for the persistent high value of the US$? What impact does the high value have on GDP and inflation in the US?

Females, on average, are shorter and weigh less than males. One of your friends, who is a pre-med student, tells you that in addition, females will weigh less for a given height. To test this hypothesis, you collect height and weight of 29 female and 81 male students at your university. A regression of the weight on a constant, height, and a binary variable, which takes a value of one for females and is zero otherwise, yields the following result: Studentw = -229.21 – 6.36 × Female + 5.58 × Height , R 2 =0.50, SER = 20.99 where Studentw is weight measured in pounds and Height is measured in inches. (a) Interpret the results. Does it make sense to have a negative intercept? (b) You decide that in order to give an interpretation to the intercept you should rescale the height variable. One possibility is to subtract 5 ft. or 60 inches from your Height, because the minimum height in your data set is 62 inches. The resulting new intercept is now 105.58. Can you interpret this number now? Do you thing that the regression R 2 has changed? What about the standard error of the regression? (c) You have learned that correlation does not imply causation. Although this is true mathematically, does this always apply?

1. What is the response rate of an online survey sent to 650 email recipients, where 100 email addresses were ineligible, 400 recipients responded to the survey, and 150 refused to participate? (Show all your work)

2.  A department store manager believes that at least half of the households in a test market city contain at least one adult who has visited the store since the new layout was introduced. To conduct online surveys, a researcher working with this manager has purchased access to a 1,100 online panel with members located in the target area. The researcher asked the following question to the contacted respondent "Has any adult in this household visit XYZ department store in the previous month?". Here are the final results of the online panel surveys.

Completed surveys 426

Refusals 260

No Contact 0

Ineligible surveys 292

Nonworking emails 122

What is the response rate with eligibility requirements? Show all your work.

3. Knowing that you need a sample pool of 1019 students to ultimately get about 500 students in your sample, you are in a position to draw a systematic sample from the student directory at your university. Further, 9,500 students are listed in the directory. What is the sampling interval? Interpret your results. Show all your work

The US President Donald Trump and his advisors have repeatedly said that they intended to get rid of the US trade deficit.

Question 01: As of April 8th 2018, list the goods and the countries for which the US has decided to create new tariffs. For these goods, what are the amounts currently imported by the US? (Words 250)

Question 02: List the US goods for which China has decided to create new tariffs. For these goods, what are the amounts currently imported by China? (Words 200)

Question 03: Assume that the new tariffs will decrease both US exports to China and Chinese exports to the US by 30% (only for the targeted goods). Building on your answer on questions 1 to 4, what would be the impact of the new tariffs on the US-China trade deficit? Support your answer with numbers (Words 200)

Economy Laundry Company had the following transactions in August:

Aug. 1 Issued capital stock for cash, $ 150,000.

3 Borrowed $ 40,000 from the bank on a note.

4 Purchased cleaning equipment for $ 25,000 cash.

6 Performed services for customers who promised to pay later, $ 16,000.

7 Paid this month’s rent on a building, $ 2,800.

10 Collections were made for the services performed on August 6, $ 3,200.

14 Supplies were purchased on account for use this month, $ 3,000.

17 A bill for $ 400 was received for utilities for this month.

25 Laundry services were performed for customers who paid immediately, $ 22,000.

31 Paid cash dividend, $ 2,000.

Required:

Prepare journal entries for these transactions.