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Two sectors of some economy are Sector 1 and Sector 2. The input-output table involving these two sectors results in the following value for (I-4)-, where 1.21 0.155 (I-A)-! = 0.002 1.1242 How many additional dollars worth of production of Sector 2 must be produced to meet a $1 increase in the demand for products of Sector 1? a. $0.155 O b. $1.21 O c. $1.1242 O d. $0.002 O e. $0.9692

Aregression analysis between sales (in line y sales (in'dollars) is: $1000) and advertising (in $109) yielded the least sguares 75 +6x, Thiš īmplies that if $800 iš spent on advertising, then the' predictëd amount'of o a. $487 500 b. $4875. O C. $12 300. d. $123 000.

21) Companies that carry a high level of fixed costs relative to variable costs are considered to have a greater risk than companies with a high level of variable costs relative to fixed costs.   a lesser risk than companies with a high level of variable costs relative to fixed costs.   a greater amount of period costs than product costs.   either a greater amount of product costs than period costs.

Soru 11/ Soru Puanı 10 MATEMATİK I Suppose consumers will purchase q units of a product at a price of 300 +1 dollars per unit, What is the minimum number of units that must be sold in order that sales revenue be greater than 5000 11 $. Kaydet BIU S x, x https://mebis.medipol.edu.tr/UzemCevrimiciSinav?fpk=%232TYOcJdajk8_kZuQuGPEuRIJuXQU5743ht0oq 1Eq1hnyMZLWS215nnbyRoYAjedMIOSmiLGg8a7layYtOH24wLDoLi O Ara

The prices of Rawlston, Inc. stock (y) over a period of 12 days, the number of shares (in 100s) of company's stocks sold (x1), and the volume of exchange (in millions) on the New York Stock Exchange (x2) are shown below. Day (x1) 950 (x2) (v) 87.50 11.00 2 86.00 945 11.25 3 84.00 940 11.75 11.75 4 83.00 930 5 84.50 935 12.00 6. 84.00 935 13.00 13.25 7 82.00 932 8 80.00 938 14.50 78.50 925 15.00 10 79.00 900 16.50 77.00 77.50 11 875 17.00 12 870 17.50 Excel Analysis Toolpak was used to determine the least-squares regression equation. The computer output is shown below. SUMMARY OUTPUT Regression Statistics Multiple R R Square 0.949 0.901 Adjusted RS Standard Em Observations 0.879 1.205 12.000 ANOVA df MS 59.424 Significance F SS Regression 2.000 118.847 40.922 0.000 Residual 9.000 13.069 1.452 Total 11.000 131.917 Coefficients Standard Ero 118.506 0.016 33.575 0.031 t Stat 3.530 P-value 0.006 Lower 95% Upper 95% Lower 95.0% Upper 95.0% 194.458 194.458 Intercept (x1) (2) 42.553 42.553…

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Suppose that a new car costs $10,000 and that the annualoperating cost and resale value of the car are as shown inTable 13. If I have a new car now, determine a replacementpolicy that minimizes the net cost of owning and operatinga car for the next six years. Age of Car Resale Operating(Years) Value ($) Cost ($)1 7,000 300 (year 1)2 6,000 500 (year 2)3 4,000 800 (year 3)4 3,000 1,200 (year 4)5 2,000 1,600 (year 5)6 1,000 2,200 (year 6)

1. Benefit Cost analysis.Assume a benefit function B = 60*x^.8 and a cost function C = 4 + 7*x^1.5. The maximum difference between B and C are the net benefits. a) Find the value of x that results in the maximum net benefits. b) Would an increase in the fixed cost of 4 affect the value of x? c) Use a Lagrangian model to find the value of the shadow price, or Lagrangian multiplier, if x cannot exceed 5. What does the multiplier signify?

Explain the steps of estimation of demand function using econometrics techniques in your own words?

b. Determine the average daily rates that separate the:(i) top 8% of average daily rates from the rest of the daily rates or from the bottom 92% of average daily ratesx=   Round to 2 decimal places. (ii) bottom 15% of average daily rates from the rest of the daily ratesx=   Round to 2 decimal places. (iii) middle 70% of average daily rates from the rest of the daily rates   = ? < x <  ?   Round to 2 decimal places.

A company wants to plan production for the ensuing year so as to minimize thecombined cost of production and inventory storage. In each quarter of the year, demand isanticipated to be 65, 80, 135 and 75 respectively. The product can be manufactured duringregular time at a cost of Php 16 per unit produced, or during overtime at a cost of Php 20 perunit. The given table below shows data pertinent to production capacities. The cost of carryingone unit in inventory per quarter is Php 2. The inventory level at the beginning of the firstquarter is zero.

Suppose the supply curves for Firm A and Firm B are shown in the figure to the right. sh Use the multipoint curved line drawing tool to draw the total supply curve. Label this line 'STotal: 12 Carefully follow the instructions above, and only draw the required object. 10 my 10 12 14 16 18 20 Quantity (thousands) After plotting the final point of your multipoint curve, press the Esc key on your keyboard to en étv MacBook Air 80 DIL DD esc F1 F2 F3 F4 F5 F6 F7 F8 F9 F10 F11 ! @ # $ % & 1 2 3 4 5 7 9 Q W E R Y tab

5 From the following facts, complete a depreciation schedule by using the straight-line method: Note: Input all amounts as positive values. Cost of Honda Accord Hybrid Residual value Estimated life End of year 1 End of year 2 End of year 3 End of year 4 End of year 5 End of year 6 Cost of Honda Accord CLE $ 40,000 $ 10,000 Depreciation expense for year

Calculate the total cost of production for each product and the total fixed costs for the month Cost of production per product: Coffee: Cost per cup: Php 55 Monthly production: 1,500 cups Total cost =  55×1,500=82,500   Pastries: Cost per piece: Php 4.50 Monthly production: 1,200 pieces Total cost =  4.50×1,200=5,400   Sandwiches: Cost per piece: Php 17.50 Monthly production: 750 pieces Total cost =  17.50×750=13,125   Fixed costs: Rent and utilities = Php 2,500 Employee salaries =  8,000×2=16,000 Total fixed costs =  2,500+16,000=18,500     Compute the total revenue for each product before and after the market change Before market change: Coffee: Selling price per cup: Php 65 Monthly sales: 1,500 cups Revenue =  65×1,500=97,500   Pastries: Selling price per piece: Php 7 Monthly sales: 1,200 pieces Revenue =  7×1,200=8,400   Sandwiches: Selling price per piece: Php 20 Monthly sales: 750 pieces Revenue =  20×750=15,000   Total Revenue (Before market change) = 97,500 + 8,400 + 15,000…

What is the consumer surplus when the inverse demand curve is defined by P=1000-((Qd)^2) and the equilibrium quantity level is 2? Hint 1: Calculate the area under the Demand curve from 0 to 2. Hint 2: Calculate TR. Hint 3: Area under- TR