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write my assignment 9134

1. Estimate the Cobb-Douglas production function Q= aLB1KB2, Where Q= output; L= labor input; K = capital input; and a, B1, and B2 are the parameters to be estimated.2. Test whether the coefficients of capital and labor are statistically significant. 3. Determine the percentage of the variation in output that is “explained” by the regression equation.4. Determine the labor and capital estimated parameters and give an economic interpretation of each value.5. determine whether this production function exhibits increasing, decreasing or constant returns to scale, (Ignore the issue of statistical significance.)Plant Output(000 Tons) Capital ($000) Labor (000 WorkerHr)___________________________________________________________700.2651.8822.9650.3859.0613.0851.3655.4900.6550.4842.2540.5949.4575.7925.8

outputcapitallaborQKLlogQlogKlogL1605.318.891700.2 2.7819707 1.2762549 2.84522212566.119.201651.8 2.7528932 1.2833238 2.81411443647.120.656822.9 2.8109714 1.3150462 2.91534714…

 

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write my assignment 27327

P9-4The comparative financial statements of Optical Solutions Inc. are as follows.The market price of Optical Solutions Inc. common stock was $60.00 onDecember 31, 2010.Optical Solutions Inc.Comparative Retained Earnings StatementFor the Years Ended December 31, 2010 and 20092010 2009Retained earnings, January 1 $ 604,000 $306,000Add net income for year 428,000 314,000Total $1,032,000 $620,000Deduct dividends:On preferred stock $ 4,000 $ 4,000On common stock 12,000 12,000Total $ 16,000 $ 16,000Retained earnings, December 31 $1,016,000 $604,000Optical Solutions Inc.Comparative Income StatementFor the Years Ended December 31, 2010 and 20092010 2009Sales $1,608,000 $1,481,600Sales returns and allowances 5,920 6,000Net sales $1,602,080 $1,475,600Cost of goods sold 480,200 499,200Gross profit $1,121,880 $ 976,400Selling expenses $ 324,000 $ 352,000Administrative expenses 234,000 211,200Total operating expenses $ 558,000 $ 563,200Income from operations $ 563,880 $ 413,200Other income 24,000 19,200$ 587,880 $ 432,400Other expense (interest) 110,720 80,000Income before income tax $ 477,160 $ 352,400Income tax expense 49,160 38,400Net income $ 428,000 $ 314,000Dec. 31, 2010 Dec. 31, 2009AssetsCurrent assets:Cash $ 240,000 $ 162,400Temporary investments 364,000 328,800Accounts receivable (net) 260,000 211,200Inventories 208,000 66,400Prepaid expenses 44,000 23,200Total current assets $1,116,000 $ 792,000Long-term investments 204,800 256,000Property, plant, and equipment (net). 1,539,200 976,000Total assets. $2,860,000 $2,024,000LiabilitiesCurrent liabilities $ 360,000 $ 320,000Long-term liabilities:Mortgage note payable, 8%, due 2015 $ 384,000 —Bonds payable, 10%, due 2019 800,000 $ 800,000Total long-term liabilities $1,184,000 $ 800,000Total liabilities. $1,544,000 $1,120,000Stockholders’ EquityPreferred $2.00 stock, $50 par $ 100,000 $ 100,000Common stock, $5 par 200,000 200,000Retained earnings 1,016,000 604,000Total stockholders’ equity $1,316,000 $ 904,000Total liabilities and stockholders’ equity. $2,860,000 $2,024,000InstructionsDetermine the following measures for 2010, rounding to one decimal place:1. Working capital2. Current ratio3. Quick ratio4. Accounts receivable turnover5. Number of days’ sales in receivables6. Inventory turnover7. Number of days’ sales in inventory8. Ratio of fixed assets to long-term liabilities9. Ratio of liabilities to stockholders’ equity10. Number of times interest charges earned11. Number of times preferred dividends earned12. Ratio of net sales to assets13. Rate earned on total assets14. Rate earned on stockholders’ equity15. Rate earned on common stockholders’ equity16. Earnings per share on common stock17. Price-earnings ratio18. Dividends per share of common stock19. Dividend yield

 

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write my assignment 10882

The fine-structure transition of CII at 157.7 µm (between levels 2P3/2 and 2P1/2 ) represents the important way for cooling of gas in HI regions. The CII (2s22p) 2P3/2 level can be excited by e − collisions with the CII ion in the (2s22p) 2P1/2 level. This is followed by radiative de-excitation producing the 157.7 µm photon which then escapes from the region. The net result is conversion of e− kinetic energy into radiative energy which is lost from the region. The process therefore cools the region.

(a) Typical warm neutral regions have a kinetic temperature of T = 6000 K. If the region is in TE what is the ratio of densities of CII ions in the (2s22p) 2P3/2 and (2s22p) 2P1/2 levels? Why is the actual number density ratio likely to be different from this estimate?

(b) Assuming that a HI region has a temperature of 1000 K, what would be the shape of the resultant emission from a collection of radiating CII ions? Give an analytic expression.

(c) Calculate the full width at half maximum of the line and express the result in both wavelength and velocity units

 

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write my assignment 26776

A local health club has tasked you with writing code that computes the calorie intake needed to maintain a client’s current weight. A common formula for calculating calories required is the Harris-Benedict Formula:

Women: Calories = 655 + (4.35 * weight in pounds) + (4.7 * height in inches) – (4.7 * age in years)

Men: Calories = 66 + (6.23 * weight in pounds) + (12.7 * height in inches) – (6.8 * age in years)

This formula is used to calculate calories given someone’s age, height, and weight. If you do a good job, the health club will ask you to expand this program in the future to do a lot more. Because this code could be used as a building block for a larger program, you need to write these as functions.

Your assignment is to write 2 functions. One will be called WomenCalorieInTake and the other will be MenCalorieInTake. You will also write a program that uses both functions. This will let you test that your functions to make sure both work. Both functions should take parameters age, height, and weight and return the calories.

The program should output a message that says “Your age is ” followed by the age “Your height is “ followed by the heightYour weight is “ followed by the weight “Your calorie intake to maintain your weight is “ followed by the calorie intake number.

For example, if you test your WomenCalorieInTake function by passing in values for a woman that is 21 years old, 67 inches tall, and weighs 140 pounds the output for this club member would be:

Your age is 21

Your height is 67

Your weight is 140

Your calorie intake to maintain your weight is 1480.2

For example, if you test your MenCalorieInTake function by passing in values for a man that is 21 years old, 67 inches tall, and weighs 200 pounds the output for this club member would be:

Your age is 21

Your height is 67

Your weight is 200

Your calorie intake to maintain your weight is 2020.1

First, describe your algorithm for each function using pseudocode.

Translate the pseudocode into a C++ program. You must comment your program including comments at the top of the file that explains what the program does and comments for every line of code that explains what is happening for the line of code. Apply troubleshooting and testing strategies to ensure your code compiles, runs, and provides accurate results.

Submit 2 files:

Your Word document with your pseudocode.

Will someone help me with this Please!!!

 

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