Consider the following duopoly model and determine profit - maximizing output and price for q_1+ q 2 TC_1 = 10 q_(1) TC_2 = 10 q_2 each firm. P = 200 - Q Industry Demand Q =

What is the interpretation of a price-to-book ratio = 1?Select one:a. The selling price of the firms’ products equal to the market value of the productsb. The Market thinks the book value of the firm is greater than the market valuec. None of the given choicesd. The market is valuing the firm at its book value

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Degree of operating leverage (DOL) measures the sensitivity of OCF in response to changes of The higher the DOL, the the volatility of a firm's operating income. Select one: a. sales quantity; lower O b. sales quantity; higher O c. fixed costs; lower O d. fixed costs; higher O e. variable costs; higher

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Now suppose that annual unit sales, variable cost, and unit price are equal to their respective expected values—that is, there is no uncertainty. Determine the company's annual profit for this scenario. Round answer to a whole number, if needed.$

Assume X = $100 and So = $95. With T on the X-axis and $ on the Y-axis, plot the time value (price minus intrinsic value) implied for each of the following long call prices. Pa(So,T1,X) = $6.00; Pa(So,T2,X) = $7.00; Pa(So,T3,X) = $8.20; Pa(So,T4,X) = $12.50

1. Consider a pure exchange economy with two goods and two consumers. Let F denote food and C denote clothing. Lacy has the utility function U(F, C) = F 1/3 C 2/3 . Roy has the utility function V (F, C) = F 2/3 C 1/3 . Each consumer has an initial endowment consisting of 9 units of F and 9 units of C. Normalize the price of F to one. Let P denote the price of C. (a) Is the initial endowment a Pareto efcient allocation of F and C between the two con sumers? Explain briefy. (b) What is each consumer’s demand for F and C as a function of P? [Hint: the wealth of each consumer is 9 + 9P.] (c) What is the price of C in a competitive equilibrium? (d) What is the allocation of F and C between the two consumers in a competitive equilibrium?

3.3 Using the demand function, Equation 2.2, Q = 8.56 p 0.3ps + 0.1Y, and the supply function, Equation 2.5, Q = 9.6 +0.5p -0.2pc, for coffee, determine the equilibrium price and quantity of coffee if Y = $55,000, ps = 0.20, and pc = $5. Draw the demand and supply curves and illustrate this equilibrium in a diagram.