Here are the returns on two stocks.
| Digital Cheese | Executive Fruit | |||||||
| January | +19 | +8 | ||||||
| February | −3 | +1 | ||||||
| March | +5 | +4 | ||||||
| April | +7 | +17 | ||||||
| May | −4 | +2 | ||||||
| June | +3 | +4 | ||||||
| July | −2 | −3 | ||||||
| August | −8 | −2 | ||||||
a-1. Calculate the variance and standard deviation of each stock. (Do not round intermediate calculations. Round your answers to 2 decimal places.)
a-2. Which stock is the riskier if held on its own?
Digital Cheese
Executive Fruit
b. Now calculate the returns in each month of a portfolio that invests an equal amount each month in the two stocks. (Negative amounts should be indicated by a minus sign. Do not round intermediate calculations. Round your answers to 2 decimal places.)
c. Is the standard deviation more or less than half way between the variance of the two individual stocks?
In: Finance
1. Construct a model that has a central carbon atom with four different colored spheres attached to it, representing four different atoms or groups. Fill in the line-and-wedge drawing below to represent this model and answer the following question: (a) Does the model have a plane of symmetry?
The central carbon atom is said to be a chirality center. Most molecules of nature are chiral. The word “chiral” is derived from the Greek word, cheir and means “handed.” Chiral molecules are related to their mirror images in the same way that your left hand is related to your right hand. They are not identical!
Change one of the colored spheres so that two of the four spheres are the same
(b) fill in a 3-D and answer the following questions:
c) Does the molecule now possess a plane of symmetry?
d) In view of your answers to a–b above, what condition is necessary for a molecule to be chiral?
2. Reconstruct the original carbon with four different colored spheres. Set the model on the table. Construct another model that is the mirror image of the first and place it on the table.
a) Try to superimpose the two models. Are they the same or different? If different, in what sense?
b) What is the stereochemical term that relates these two models?
c) What two important properties must the two molecules (models) each have to be related by the term that is the answer to 3b?
Choose one colored sphere on a model and remove it - Change it
to match another color on that model. Do the exact same thing on
the other model.
d) Are the models still mirror images?
e) Do the models have a plane of symmetry? If there is a plane of symmetry, describe its location.
f) Are the models superimposable?
g) Do the models represent identical or different molecules? Are
they chiral? Explain.
In: Chemistry
Match each statemet with one of the following options
A: ... the same
B....the same
| 1 | When two or more different resistors are connected in series to a battery, the current through each is… |
| 2 | When two or more resistors are connected in parallel to a battery, the voltage across each is... |
| 3 | When two or more different capacitors are connected in series to a batter, the charge on each is... |
| 4 | When two or more different capacitors are connected in parallel to a battery, the voltage across each is... |
Select the correct statements in the following list.
| A |
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| B |
|
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| C | An electric current produces magnetic field. | |||
| D | As more and more capacitors are connected in parallel, the equivalent capacitance of the combination decreases. | |||
| E | A particle carrying a charge of +e travels in a circular path in a uniform magnetic field. If instead the particle carried a charge of +2e, the radius of the circular path would have been one-half the original radius. | |||
| F |
The voltage across the terminals of a battery when a current flows is called the electromotive force. |
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| G |
If you connect two identical storage batteries together in parallel, and place them in a circuit, the combination will provide twice the voltage. |
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| H |
A charged particle moves across a constant magnetic field. The magnetic force on this particle causes the particle to accelerate. |
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| I | A resistor and a capacitor are connected in series to an ideal battery of constant terminal voltage. At the moment contact is made with the battery, the voltage across the capacitor is zero. |
In: Physics
In: Statistics and Probability
You own five apartment complexes. You created a dataset listing the apartment numbers, apartment complex names, number of bedrooms, rental price, whether the apartment is occupied or not, and the date the apartment was last remodeled. You want to insert some functions to perform calculations to help you decide which apartments need to be remodeled. To focus on the apartments that need to be remodeled, you will use advanced filtering and database functions for your analysis. Finally, you are considering purchasing a sixth apartment complex. You will perform some financial calculations and analysis to help you decide if you will purchase the complex.
Instructions:
For the purpose of grading the project you are required to perform the following tasks:
|
Step |
Instructions |
Points Possible |
|---|---|---|
|
1 |
Open exploring_e07_grader_h1_Apartment.xlsx and save it asexploring_e07_grader_h1_Apartment_LastFirst. |
0 |
|
2 |
In cell G8 in the Summary worksheet, insert a date function to calculate the number of years between 1/1/2018 in cell H2 and the last remodel date in the Last Remodel column (cell F8). Use relative and mixed references correctly. Copy the function to the range G9:G57. Unit 101 was last remodeled 13.75 years ago. Ensure that the function you use displays that result. |
6 |
|
3 |
In cell H8, insert a nested logical function to display the required pet deposit for each unit. If the unit has two or more bedrooms (C8) AND was remodeled less than 10 years ago (cell H3), the deposit is $275 (cell H4); if not, the deposit is $200 (cell H5). Use relative and mixed references correctly. The pet deposit for Unit 101 is $200. |
5 |
|
4 |
In cell I8, enter a nested logical function to display Need to Remodel if the apartment is unoccupied (No) AND was last remodeled more than 10 years ago (H3). For all other apartments, display No Change. Although Unit 101 was last remodeled over 10 years ago, the recommendation is No Changebecause the unit is occupied. |
5 |
|
5 |
Copy the functions in the range H8:I8 to the range H9:I57. |
2 |
|
6 |
In cell B3 insert a nested MATCH function within an INDEX function that will look up the rental price in column D using the apartment number referenced in cell B2. With 101 entered in cell B2, the lookup function displays $950.00. |
5 |
|
7 |
In the Database sheet, enter conditions in the criteria range for unoccupied two- and three-bedroom apartments that need to be remodeled. Enter criteria as text only, without use of quotation marks. Be sure to enter the criteria separately in rows 3 and 4. |
6 |
|
8 |
Apply an advanced filter based on the criteria range (A2:H4). Filter the existing database (range A15:H65) in place. Nine apartments meet the advanced filter conditions. |
5 |
|
9 |
In cell C8, use the DCOUNTA database function to calculate the number of apartments that need to be remodeled based on the advanced filter you created. |
5 |
|
10 |
In cell C9, enter a database function to calculate the total value of monthly rent lost for the apartments that need to be remodeled based on the advanced filter you created. |
5 |
|
11 |
In cell C10, enter a database function to display the date of the apartment that had the oldest remodel date based on the filtered data. Format the result with Short Date format. |
5 |
|
12 |
In the Loan sheet, insert formulas in the range E2:E4 to calculate the loan amount, the number of payment periods, and the monthly interest rate, respectively. Use cell references in all formulas. |
6 |
|
13 |
In cell E5, enter a financial function to calculate the monthly payment. In cell E6, insert a financial function to calculate the cumulative total interest paid throughout the loan. Make sure the results display as positive numbers. |
8 |
|
14 |
In cell C11, enter a formula to reference the date stored in cell B7. Insert a nested function in cell C12 to calculate the date for the next payment. Nest the YEAR, MONTH, and DAY functions within the DATE function. Add 1 to the month result. Copy the function to the range C13:C34. |
6 |
|
15 |
In cell D11, enter a formula to reference the value stored in cell E2. Insert a formula in cell D12 that references the ending balance for the previous payment row (G11). Copy the formula in D12 to the range D13:D34. |
5 |
|
16 |
In cell E11, enter a financial function to calculate the interest paid. Copy the formula to the range E12:E34. The result should be a positive value. |
6 |
|
17 |
In cell F11, enter a financial function to calculate the principal payment. Copy the function to the range F12:F34. The result should be a positive value. |
6 |
|
18 |
In cell G11, enter a formula to calculate the ending balance. Copy the formula to the range G12:G34. Adjust the width of column G, if needed, to display the values. Select the range D11:G34 and apply Accounting Number Format. |
6 |
|
19 |
In cell I4 insert a financial function to calculate the present value of the total monthly rent you will collect for the 8 units for 30 years. Use the number of periods and monthly rate in the Summary Calculations section and the cell references in the What If section. The result should be a positive value. |
5 |
|
20 |
In the Loan sheet, set 0.5" left and right margins and repeat row 10 on all pages. |
3 |
|
21 |
Save and close the workbook, and submit the file as directed. |
0 |
|
Total Points |
100 |
In: Statistics and Probability
3-2-1kathleen wants to know whether height and shoe size are realted in women. She stops and surveys some female students on the quad and finds the following information:
| Height | Shoe Size |
| 64 | 6.5 |
| 60 | 7 |
| 70 | 8.5 |
| 69 | 9.5 |
| 66 | 7 |
| 67 | 8 |
| 70 | 8.5 |
| 66 | 8 |
| 68 | 8.5 |
1)what is the covariance of there data?
2)What is the coefficient of correlation of these data?
3)What is the relationship between the two variables?
a. Can't be determined
b. Weakly positive
c. Strongly positive
d. Moderately negative
In: Math
"A new delivery truck is available for $200,000. O&M costs are $21,000 each year for the first five years, $33,600 in year six, $52,100 in year seven, and $81,300 in year eight. Salvage values are estimated to be $150,000 after one year and will decrease at the rate of 17% per year thereafter. At a MARR of 17%, determine the economic service life of the truck. Enter your answer as an integer from 1 to 8."
In: Accounting
Bill and Debra Jones
In this case you will be preparing – calculating financial reports and information in order to assess the Jones’s financial situation and needs.
First you need to see where they are right now.
Bill Jones 45, and Debra Jones 42 are married with two children ages 6 and 3.
Bill earns $64,000 a year as a school teacher. Debra currently works part time earning $16,000 a year. She is also going to college part time to earn a nursing degree. The college tuition is $3,200 per year she anticipates earning $60,000 when she graduates in 2 years.
Their residence is appraised for tax purposes at $300,000 and has a $197,000 mortgage, and is pretty good condition. The monthly mortgage payment is $1,475, which includes $170 for property taxes and $75 for homeowners insurance and $25 for community association dues. Mortgage interest for this year is estimated to be $9800.
The Jones’s have a checking account that averages $2,500., a $6,500. savings account, 500 shares of Apple Inc. common stock which was left to Debra by her uncle, Bill has an IRA with a current balance of $97,000, he also is a participant in his employers 401 K plan with a $50,000 balance. His pretax monthly contribution to the 401 K $100. They have two automobiles that currently have a fair market value of $22,000; one has a 9,000, loan balance with monthly payments of $260 for another 2 years. Their personal property (furniture, clothing appliances etc.) is valued at $33,000.
Bill has a private term life insurance policy of $100,000,
premium is $220 per year, and is covered by group term life
insurance with his employer of $100,000. These policies provide
only a death benefit.
The family is covered by employer group health plan (PPO) that
covers the family and costs $260 per month, which is deducted from
Bill’s pay. Annual homeowner’s insurance premium is
$900, automobile insurance premium $2,200. The liability limits on
the automobile insurance is state’s minimum at 50/50/100. Neither
have any disability insurance.
Average monthly expenditures are; groceries $330, Visa credit
card of $100. (Outstanding balance is $2,500) Utilities, electric
and Gas $160, water and sewer $40, Telephone internet and cable
$80, Cell phones $100. Auto maintenance including fuel $110,
Clothing, entertainment, eating out, etc. and other miscellaneous
expenditures $130 per month, co pays on medical and dental are $600
annually. Maintenance on the residence is $50 per month. Annual
charitable donations are $600.
Bill and Debra’s estimated annual Federal and State income taxes
are $3,220 and $900, while Debra’s is $700 and $300 respectively.
Bill and Debra Jones Case 1 Prepare and
evaluate the Jones’s Statement of Financial Condition (Balance
Sheet) and Statement of Cash Flows (Budget) in good presentation
form.
Comment on their Financial Condition and their Budget
In: Finance
Klein Company distributes a high-quality bird feeder that sells for $30 per unit. Variable costs are $12 per unit, and fixed costs total $291,000 annually.
Required:
Answer the following independent questions:
1. What is the product’s CM ratio?
2. Use the CM ratio to determine the break-even point in sales dollars.
3. The company estimates that sales will increase by $67,000 during the coming year due to increased demand. By how much should operating income increase?
4. Assume that the operating results for last year were as follows:
| Sales | $ | 600,000 | |
| Variable expenses | 212,000 | ||
| Contribution margin | 388,000 | ||
| Fixed expenses | 291,000 | ||
| Operating income | $ | 97,000 | |
a. Compute the degree of operating leverage at the current level of sales.
b. The president expects sales to increase by 16% next year. By how much should operating income increase?
5-a. Refer to the original data. Assume that the company sold 23,500 units last year. The sales manager is convinced that a 16% reduction in the selling price, combined with a $41,000 increase in advertising expenditures, would cause annual sales in units to increase by 40%. Prepare two contribution format income statements, one showing the results of last year’s operations and one showing what the results of operations would be if these changes were made. (Round "Per Unit" answers to 2 decimal places.)
5-b. Would you recommend that the company do as the sales manager suggests?
In: Accounting
The current price of a non-dividend paying stock is $40. Use a two-step tree to value a European call option on the stock with a strike price of 42 that expires in 1 year. Each step is 6 months, the risk-free rate is 7% per annum with continuous compounding. What is the European call option price when u = 1.1 and d = 0.9 ?
|
$3.74 |
||
|
$2.74 |
||
|
$4.74 |
||
|
$1.75 |
||
|
$5.75 |
In: Finance