Please help me with this question,i really need help,if u help me,i will be very very appreciate!!Please help me with this question,i really need help,if u help me,i will be very very appreciate!! 4) Suppose you are a hard-working software engineer that works 2000 hours a year, which youallocate between meetings (m), learning activities (1) and working effort (e) doing actual codingtasks (m +1+e= 2000).a. Write down your personal production function f(m, 1, e). Briefly describe how your outputdepends on the three activities.b.Does your production function exhibit increasing, decreasing or constant returns to scale (atall or some output levels)? Explain.c. Suppose a new technology doubles the productivity of your coding hours but requires you tospend X hours to adopt the technology (reducing your available work hours to 2000-X).What is the maximum X that makes adopting the technology worthwhile in the first year?

1. One possible personal production function is f(m, I, e) = e* 1* m. In this function, the output…

Answered: a S | bartleby

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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Total Total Total Product Fixed Variable (Blankets) Cost Cost 0 A 0 1 60 25 2 60 40 3 60 I 4 60 55 5 60 55 6 60 70 7 60 100 8 60 145 A What is the numerical value of B? A/ What is the numerical value of C? A/ Total Cost What is the numerical value of D? B 85 100 110 G 115 130 160 205 Average Average Average Variable Total Fixed Cost Cost cost - с 60 30 20 15 12 8.6 7.5 25 20 16.7 13.8 Ꭰ 11.7 14.3 18.1 E The table describes the short-run daily costs of the Baby Blanket Company. What is the numerical value of A? 85 36.7 28.8 J 21.7 22.9 25.6 Marginal Cost F H 15 10 0 15 30 45
Column 1 Column 2 Column 3 Column 4 Column 5 Units of Units of Units of Units of Number of MU MU MU MU MU Good A Good B Good C Good D Dollars Saved 1 72.00 1 24.00 1 15.00 1 36.00 1 5.00 2 54.00 2 15.00 2 12.00 2 30.00 2 4.00 3 45.00 3 12.00 3 8.00 3 24.00 3 3.00 4 36.00 4 9.00 4 7.00 4 18.00 4 2.00 5 27.00 5 7.00 5 5.00 5 13.00 5 1.00 6 18.00 6 5.00 6 4.00 6 7.00 6 0.50 7 15.00 7 2.00 7 3.50 7 4.00 7 0.25 8 12.00 8 1.00 8 3.00 8 2.00 8 0.13 Columns 1 through 4 in the accompanying table show the marginal utility that Ralph Burgundy would get by purchasing various amounts of products A, B, C, and D, while Column 5 shows the marginal utility from saving. Assume that P of good A is $36.00, the P of good B is $12.00, the P of good C is $8.00, and the P of good D is $48.00, while only $209 is the amount available for spending. How many units of B will be purchased? 05 11
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