1. An economy has two sectors: Electricity and Services. For each unit of output,Electricity requires 0.8 units from its own sector and 0.3 units from Services.Meanwhile, Services require 0.4 units from Electricity and 0.6 units from itsown sector to produce one unit of Services. The production vector necessary tosatisfy a final demand of 1,000 units of Electricity and 2,000 units of servicesis (a, b). What is a+b?1. 8,5002. 9,0003. 9.5004. 10,0005. 10.500

Correct Answer and CalculationsThe correct answer is 1.8,500.Here's how to solve the problem using…

Answered: 1. An economy has two sectors:…

FINANCIAL ACCOUNTING

10th Edition

ISBN:9781259964947

Author:Libby

Publisher:Libby

Chapter1: Financial Statements And Business Decisions

Section: Chapter Questions

Problem 1Q

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For questions 5-6, please classify the costs of each of the following as variable, fixed, mixed, or step. Sales volume is the cost driver. 5. Real estate taxes A) Variable В) Fixed C) Mixed D) Step Your answer is Explain your answer: 6. Electric power in a factory A) Variable B) Fixed с) Mixed D) Step Your answer is Explain your answer:
28.2) Use this information for Carmen Co. to answer the question that follow. Carmen Co. can further process Product J to produce Product D. Product J is currently selling for $22.15 per pound and costs $14.65 per pound to produce. Product D would sell for $39.45 per pound and would require an additional cost of $10.35 per pound to produce. What is the differential cost of producing Product D? a.$8.28 per pound b.$12.42 per pound c.$6.21 per pound d.$10.35 per pound
hello, help please with B and C
The following question is based on the demand and cost data for a pure monopolist given in the table below. Output Price Total Cost 0 $500 $250 12345 300 260 250 290 200 350 150 500 100 680 Refer to the above table. If the monopolist were forced to produce the socially optimal output through the imposition of a ceiling price, the ceiling price would have to be set at: O $100 $150 O $200 $250 www.yout House of High Ant SWEPT his OVER HIM
Q1) One of the industrial investors needed an analysis that would lead him to a break-even level between the following inputs and outputs: Fixed Cost = 180079 $ , Variable Costs =475, Revenue of saling prices per unit (204 $ ) Y of Products 890 ‘599‘ 917‘ eu‘ 955[ 975‘ sas[ 1,u7‘ 1,159' 1,193‘ 1,209‘ 1,255‘ Require A) Find all lines of anlysis . B) How the produaction reach to B.E.P. C) Based on the available information, show the level of variation from line of production to other annually.
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?
If, Total Fixed cost OMR 40000, Selling price per unit OMR 20, and Variable cost per unit OMR 12. What will be the amount of profit if actual sales are OMR 120000?
1. Using the high-low method of cost estimation, estimate the behavior of the maintenance costs incurred by Nation’s Capital Fitness, Incorporated. Express the cost behavior pattern in equation form. Note: Round coefficient of X to 2 decimal places and other answer to the nearest whole dollar amount. 2. 2. Using your answer to requirement 1, what is the variable component of the maintenance cost? Note: Round your answer to 2 decimal places.
Fast solve plz
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 =

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