Which are the following may a military Tech spared the duck if they do not itemize How does the military thrift savings plan different from the uniform service retirement plan

If a soup kitchen has marginal revenues of $3.00 per meal delivered, marginal expenses of $4.00 per meal, $50,000 of annual fixed costs and annual donations of $150,000, it will...

Select one:

a. never reach its break-even quantity.

b. need additional donations of $1 per meal to reach its break-even quantity.

c. reach its break-even quantity when it serves 100,000 meals.

please i need answer asap thank u

You own 100 acres of timberland,with young timber worth 20,000 if logged today this represent 500 cords of wood at $40 per cord. after logging the land can be sold today for 10,000($100 per acre). the opportunity cost of capital is 10%. you have made the following estimates: a) the price of a cord of wood will increase by 5% per year? b) the price of land will increase by 3% per year. c) the yearly growth rate of the cords of wood on your land are :

years 1-2: 15%:

year 3-4 :10%:

year 5-8 : 5%

years thereafter 2% please find the present value of the optimal decision.

Problem 12-09
Financing Deficit

Garlington Technologies Inc.'s 2016 financial statements are shown below:

Balance Sheet as of December 31, 2016

Income Statement for December 31, 2016

Suppose that in 2017 sales increase by 20% over 2016 sales and that 2017 dividends will increase to $170,000. Forecast the financial statements using the forecasted financial statement method. Assume the firm operated at full capacity in 2016. Use an interest rate of 10%, and assume that any new debt will be added at the end of the year (so forecast the interest expense based on the debt balance at the beginning of the year). Cash does not earn any interest income. Assume that the all new-debt will be in the form of a line of credit. Round your answers to the nearest dollar. Do not round intermediate calculations.

rom Rubin, Problem 13.3: A 120. MW coal

plant wants to add a SOX emissions control system to reduce its emissions. The emission

control system has a capital cost of $815 per kW and reduces SOX emissions by 98% to

0.0918 kg/MWh. Assume the life of the emission control system is 20 years and the power

plant produces 650 GWh/y.

​

a)What is the annualized cost of this system in dollars per year if the discount rate (interest

rate) is 7.0 percent/year? What if the discount rate is 4.0 percent/year?

b)What is the cost per 1.0399 x 10^4kWh of electricity usage (the average annual U.S.

residential electricity consumption in 2017 according to the EIA) at each of the discount

rates specified in part (a)?

c) What is the cost per metric ton of SOXremoved?

(1 metric ton = 1,000 kg = 10^6g)

A firm has the following project (assume that the expenditures are at the end of the year in question):
1) The land will be acquired for $ 500,000 in year zero
2) The first year, $ 1 million will be spent on the construction of the plant.
3) The equipment will be purchased on year 2 at a cost of $1.5 million.
4) The third year, $ 500,000 will be disbursed to start operating the plant.
5) The plant and equipment will depreciate in a straight line for the next 10 years, beginning year 4 (project ends in year 13). The equipment and the physical construction will be worthless after these 10 years, but the land can be sold at its original cost, when the plant is closed.
6) The annual income (during the 10 years, that is, from the 4th to the 13th year) is 2 million.
7) The annual fixed cost (excluding depreciation) will be $ 200,000
8) The variable costs are annually of $ 300,000, assuming that the plant operates at its maximum capacity during the 10 years
9) The tax rate will be 50 percent as it will be treated as if it were a private business of the state itself (i.e. treat the state as a company, that is, pure neoliberalism)

Calculate the Net Present Value of the Project, if the discount rate is 14%.

Use this scenario "How to turn a movie theater into a hotel franchise." Create of a operations plan that shows how the product or service will be delivered

It appears that George is running a profitable business. George is aware you are in an MBA Managerial Finance class and comes to you for advice on his working capital practices. More specifically George asks you to do the following:

View the following video: http://searchcenter.intelecomonline.net/playClipDirect.aspx?id=4870EEC7664070BB9D6744FDA7325EE44F45E0E47862343D60FAA8E3325D1A83C46D5C6FAB3D01A758FA30144214BB3D

Describe his working capital practices, including his methods of capital budgeting analysis techniques.

Analyze the potential pitfalls in his capital budgeting practices that George should be aware of.

Develop a simple statement of cash flows for George’s Trains using any information gleaned from the video. What areas of improvement do you recommend and why?

he following are estimates for two stocks.

The market index has a standard deviation of 18% and the risk-free rate is 6%.

a. What are the standard deviations of stocks A and B? (Do not round intermediate calculations. Round your answers to 2 decimal places.)

b. Suppose that we were to construct a portfolio with proportions:

Compute the expected return, standard deviation, beta, and nonsystematic standard deviation of the portfolio. (Do not round intermediate calculations. Enter your answer for Beta as a number, not a percent. Round your answers to 2 decimal places.)

You are the consumer staples analyst for a large corporate and investment bank. The bank’s management has committed to shareholders to lift the bank ROE from the current 5% to 8% within a year and to 10% within 2 years.

Your institution can borrow money at the following maturity and cost:

Overnight 0.10% . 1-month 0.20% 3-month 0.25% 6-month 0.50%

1-year 0.75% . 3-year 1.50% . 5-year 2.00% . 7-year 2.50% 10-year 3.0%

You are looking at 2 loan applications for $200M each from Foodco and Safeco, two companies you know and cover for years, both of which have an established relationship with your bank. Foodco’s cost of borrowing in the market is UST +250 while Safeco’s UST+400. As Safeco is considered the riskier of the two, any loan towards Safeco will have to generate more loss reserves. Both loans will be senior secured and thus collateralized. Safeco pledges as collateral real estate holdings plus business receivables (50/50) while Foodco pledges delivery trucks plus $20M of cash deposits. The appraised value of the collateral covers the loan fully. For Foodco the loan reserve (based on its implied probability of default) is 30 basis points per annum while for Safeco is 60 basis points per annum. Both companies “leak” to you that they already have received bids from competitors in the neighborhood of 5.5% and 6.0% respectively for a 10yr loan. What do you do and why?

Assume that security returns are generated by the single-index model,

R_i = α_i + β_iR_M + e_i

where R_i is the excess return for security i and R_M is the market’s excess return. The risk-free rate is 2%. Suppose also that there are three securities A, B, and C, characterized by the following data:

a. If σ_M = 18%, calculate the variance of returns of securities A, B, and C.

b. Now assume that there are an infinite number of assets with return characteristics identical to those of A, B, and C, respectively. What will be the mean and variance of excess returns for securities A, B, and C? (Enter the variance answers as a percent squared and mean as a percentage. Do not round intermediate calculations. Round your answers to the nearest whole number.)

1.     Consider the following Balance Sheet for Total Caribbean Bank(TCB) (in millions)

a.      What is TCB expected net interest income (NII) at year end? (1mark)

b.     What is TCB expected net interest income at year end if interest rates grew by 500 basis points. (1 mark)

c.      What is TCB expected net interest income at year end if interest rates fell by 200 basis points on assets, but decline by 2% on liabilities.

(2 marks)

Suppose that there are two independent economic factors, F₁ and F₂. The risk-free rate is 3%, and all stocks have independent firm-specific components with a standard deviation of 52%. Portfolios A and B are both well-diversified with the following properties:

What is the expected return-beta relationship in this economy? Calculate the risk-free rate, r_f, and the factor risk premiums, RP₁ and RP₂, to complete the equation below. (Do not round intermediate calculations. Round your answers to two decimal places.)

E(r_P) = r_f + (β_P1 × RP₁) + (β_P2 × RP₂)