E3 1 Transactions Using Accrual Accounting Chris Vining Organized The Herbal Shoppe 2039921

E3-1 Transactions using accrual accounting.

Chris Vining organized the Herbal Shoppe at the beginning of February 20Y4. During February, The Herbal Shoppe entered into the following transactions:

a. Chris Vining invested $25,000 in The Herbal Shoppe in exchange for capital stock.

b. Paid $4,200 on February 1 for an insurance premium on a 1 year policy.

c. Purchased supplies on account, 1,200.

d. Received fees of 36,500 during February.

e. Paid expenses as follows: wages, $12,000; rent, $2,000; utilities, $1,000; and miscellaneous, $1,100.

f. Paid dividends of $7,500.

Record the preceding transactions using the integrated financial statement framework. After each transaction, you should enter a balance for each item.

E3-2 Adjustment Process

Using the data from exercise E3-1, record the adjusting entries at the end of February to record the insurance expense and supplies expense. There was $900 of supplies on hand as of February 28. Identify the adjusting entry for insurance as (a1) and supplies as (a2).

E3-3 Financial statements

Using the data from Exercises 3-1 and 3-2, prepare financial statements for February, including income statement, retained earnings statement, balance sheet, and statement of cash flows.

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Holiday Fruit Company Buys Oranges And Processes Them Into Gift Fruit Baskets And Fr 2846230

Holiday Fruit Company buys oranges and processes them into gift fruit baskets and fresh juice. The company grades the fruit it buys on a scale from 1 (lowest quality) to 5 (highest quality). The following table summarizes Holiday’s current inventory of fruit.Grade Supply (100s of pounds)1 902 2253 3004 1005 75
Each pound of oranges devoted to fruit baskets results in a marginal profit of $2.50, whereas each pound devoted to fresh juice results in a marginal profit of $1.75. Holiday wants the fruit in its baskets to have an average quality grade of at least 3.75 and its fresh juice to have an average quality grade of at least 2.50.

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If Gas Markets Are Regional Local So That The Relevant Number Of Gas Stations Is Onl 3300711

If gas markets are regional/local, so that the relevant number of gas stations is only 100, what would the residual elasticity of demand for a single station be?

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Ermlar Corporation Sells Rock Climbing Products And Also Operates An Indoor Climbing 1659851

Ermlar Corporation sells rock-climbing products and also operates an indoor climbing facility for climbing enthusiasts. During the last part of 2014, Ermlar had the following transactions related to notes payable.
Oct 30 2014 02:46 PM

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In This Exercise We Develop The Annealed Importance Sampling Procedure Assume That W 2528167

In this exercise we develop the annealed importance sampling procedure. Assume that we want to generate samples from a distribution p(x) ∝ f(x) from which sampling is hard. Assume also that we have a distribution q(x) ∝ g(x) from which sampling is easy. In principle, we can use q as a proposal distribution for p, and apply importance sampling. However, if q and p are very different, the results are likely to be quite poor. We now construct a sequence of Markov chains that will allow us to incrementally produce a lower-variance importance-sampling estimator. The technique is as follows. We define a sequence of distributions, p0, . . . , pk, where pi(x) ∝ fi(x), and fi is defined as:

where 1 = β0 > β1 > . . . > βk = 0. Note that p’ = p and pk = q. We assume that we can generate samples from pk, and that, for each pi, i = 1, . . . , k − 1, we have a Markov chain Ti whose stationary distribution is pi. To generate a weighted sample x, w relative to our target distribution p, we follow the following algorithm:

To prove that these importance weights are correct, we define both a target distribution and a proposal distribution over the larger state space (x1, . . . , xk). We then show that the importance weights defined in equation (12.38) are correct relative to these distributions over the larger space.

a. Let

define the reversal of the transition model defined by Ti. Show that T−1i (X → X’) is a valid transition model.

b. Define

c. Let g∗ be the function encoding the joint distribution from which x1, . . . , xk are sampled in the annealed importance sampling procedure equation (12.37). Show that the weight in equation (12.38) can be obtained as

One can show, under certain assumptions, that the variance of the weights obtained by this procedure grows linearly in the dimension n of the number of variables X, whereas the variance in a traditional importance sampling procedure grows exponentially in n.

 

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How Do Leaders Influence Organisations And Cope With Power 4125023

How do leaders influence organisations and cope with power?

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How Can Inflation Be Viewed As A Form Of Taxation 3290654

How can inflation be viewed as a form of taxation?

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Fred Account Pshsam1 Gmail Com Fred Pass Qkrtkdgus1 1 You Graduate From Gwu And Are 2340024

FRED account: pshsam1@gmail.comFRED PASS: Qkrtkdgus1!
1. You graduate from GWU and are immediately hired for prowess in economics. The starting
salary is $75,000. Suppose your money demand function is given by:
MD ? PY ? 0.35?i?
a) What is your demand for money when the interest rate is 4% and at 6%?
b) How does the interest rate affect your demand for money?
c) Suppose the interest rate is 10% and your income goes up by 20%. What happens to your
demand for money?
d) Suppose the interest rate is 5% and your income goes up by 20%. What happens to your
demand for money?
e) Summarize the effect of income on money demand in percentage terms. How does this
effect depend on the interest rate?2. Given each of the economic scenarios below – explain intuitively (or schematically) and show
graphically the combination of monetary and fiscal policies to meet government’s objectives.
Assume Foggy Bottom FED’s monetary policy uses interest rate targeting.
a. Increase real GDP (output) without changing the interest rate target. In your answer include
the impacts on investment demand.
b. Fiscal conservatism is rampant in the Foggy Bottom Republic. The previous administration
had been running budget deficits. The new administration has promised to 1) reduce government
budget deficits 2) without having any impact on GDP and employment. How can this be
accomplished? What is the role for the Foggy Bottom FED’s monetary policy in achieving the
two promises here?
3. In Chapter 3, the goods market equilibrium, the paradox of thrift or savings is first discussed
a. Explain the paradox from the goods market equilibrium perspective.
b. True, False, Uncertain, Explain (intuitively and graphically) Does paradox of thrift result still
hold true when in the IS-LM framework? Use the case where consumer confidence is falling.
How might this affect private savings and investment spending? Hint: your answer can be
motivated in part by the D
I ? SN identity.
4. Data Section – Answer the whole question parts a., b., and c.
This question looks at alternative measures for real rates of growth in the US economy. Go to the
FRED website at the St. Louis Federal Reserve.
FRED Graph Hints or use
You can edit the data, add or delete series, and format your graph to improve the presentation.
When working with macroeconomic data, I always recommend using recession or business cycle
indicators in the background for countries. If are satisfied with your graph you can save it to your
FRED account in graphs or your Dashboard. This enables you to revisit the graph for further
editing and or calling up the graph later. The latter is a very nice feature, because the data will be
updated, you can see if there have been changes, and use in writing regular reports or different
reports. That is a real time savor and efficient way to focus on analysis rather than making and
re-making graphs.
DOWNLOAD
5 Options with Download 1) Excel (data), CSV data, Image (graph), PowerPoint (graph), and
PDF (graph). The first two options allow you to work with your data outside of FRED in
spreadsheets and statistical software. The last three can be used to put your graph in a report,
document, or presentation.a. Work with on FRED or Download the following monthly series into Excel, Statistical
Software, or data management software from Jan 2003 to the most recent observation
available.
10-Year Treasury Constant Maturity Rate
Percent, Monthly, Not Seasonally Adjusted, Vintage:
CurrentApr 1953 to Aug 2017 (2017-09-01)
10-Year Treasury Inflation-Indexed Security,
Constant Maturity
Percent, Monthly, Not Seasonally Adjusted, Vintage:
CurrentJan 2003 to Aug 2017 (2017-09-01)
5-Year Treasury Constant Maturity Rate
Percent, Monthly, Not Seasonally Adjusted, Vintage:
CurrentApr 1953 to Aug 2017 (2017-09-01)
5-Year Treasury Inflation-Indexed Security,
Constant Maturity
Percent, Monthly, Not Seasonally Adjusted, Vintage:
CurrentJan 2003 to Aug 2017 (2017-09-01)
i. Produce graphs of the two pairs and construct the spread for the two pairs in a
single graph. Save and name the two graphs.
ii. Calculate the spread between the 5-year constant maturity series and the 10-
year constant maturity series respectively. Graph them individually or in the
same graph. Save and name the two graphs.
iii. Use the Fisher equation/relationship to explain what the two spread series
imply. Explain why the pair of 10-year and 5-year constant maturity rates
might be indicators of real growth. Hint: The read the information below your
graphs.
iv. Discuss the series properties and relationship between the two 5-year and 10-
year series in levels, and the calculated spread for the 5-year and 10-year
series. For example: what is the average, the range, are there trends, changes
in the average level or breaks in the rates over time?
v. Are the time series properties for the two spread series similar? If they appear
to be similar, is this consistent, why or why not?
b. Work with on FRED or Download the following monthly series into Excel, Statistical
Software, or data management software from Jan 2003 to the most recent available.Real gross domestic product per capita
Chained 2009 Dollars, Quarterly, Seasonally Adjusted Annual Rate,
Vintage: CurrentQ1 1947 to Q2 2017 (2017-08-30)
Real Potential Gross Domestic Product
Billions of Chained 2009 Dollars, Quarterly, Not Seasonally
Adjusted, Vintage: CurrentQ1 1949 to Q4 2027 (2017-08-08)
The conventional measures of Potential Real GDP and the Natural Rate of
Unemployment or NAIRU are constructed by the U.S. Congressional Budget Office.
For further information on these two series see the CBO website. You can download
the data and understand what they mean and how they are calculated into an Excel
Workbook. There is a pdf file link as well.
i. Produce a graph with both series in it. Make sure the Recession Period
Shading is in the background. Save and name the graph.
ii. Calculate the annual growth rates of Potential Real GDP to Real GDP. Save
and name the graph.
iii. Calculate two series: the difference between Potential Real GDP to Real GDP
and the ratio of Real GDP to Potential Real GDP. (Make sure you give them
different names.)
iv. Next, graph the calculated series in a graph by itself or put into the first graph
with the calculated series shown on the right hand axis. Save and name the
graph.
v. Discuss the series properties and relationship between the two series in levels,
their annual growth rates, their difference, and ratio. (I recommend that you
download the data series into a spreadsheet. This will help to calculate
summary statistics for the full sample and sub-samples.) For example: what is
the average, the range, are there trends, changes in the average level or breaks
in the rates over time? Also, comment on the pros and cons of using the
differenced series and ratio series in analyzing an economies performance
c. True, False, Uncertain, Explain. The two spread series calculated in part a) and the
growth rate series in part b) are closely related theoretically not just statistically.
(Hint: look at the four series graphically since January 2003. Also, the series in part
a) at the monthly frequency and b) at the quarterly frequency. In answering the
question convert or think in terms of the monthly series to a quarterly frequency. e.g.
Jan-Feb-Mar are the first quarter.

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Harry Recently Graduated In Engineering His Employer Will Give Him A Raise Of 2500 P 2463632

Harry recently graduated in engineering. His employer will give him a raise of $2500 per year, if he passes the FE exam (Fundamentals of Engineering). Over a career of 40 years, what is the PW of the raise at i = 7%?

 

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How Does The Msm See The Relationship Between Structural Components And Control Proc 4125329

How does the MSM see the relationship between structural components and control processes?

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