140 120 -MFC 100 VMP 80 MRP 60 LS 40 20 10 20 30 40 50 36. Suppose the firm represented by this graph sells its product as a monopoly and buys its labor as a monopsony, how much labor will this firm hire and at what wage? O (a) 25 units of labor at $64 O (b) 19 units of labor at $30 O (c) 25 units of labor at $37 O (d) 32.5 units of labor at $45

140 120 -MFC 100 VMP 80 MRP 60 LS 40 20 10 20 30 40 50 36. Suppose the firm represented by this graph sells its product as a monopoly and buys its labor as a monopsony, how much labor will this firm hire and at what wage? O (a) 25 units of labor at $64 O (b) 19 units of labor at $30 O (c) 25 units of labor at $37 O (d) 32.5 units of labor at $45

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

20. Which graph shows a parabola with a vertex at (-3, 2) that is a minimum value? -8-6 6 4 2 0 -2 4 8 6 4 2 -8-6-4-20 -2 -4 -6 -8 24 6 ~ 16 8 8 X X
4
Part A 1. Suppose that the January 2020 workload for a laboratory was: 8700 tests 10350 tests 7250 tests 4435 tests 6170 tests Hematology Clinical Chemistry Microbiology Transfusion Medicine Histotechnology Prepare a bar graph which illustrates this workload in an "easy-to-read" format. Part B
8. Plot the graph of the following: a) ƒ(x) = (x − 2)² (2x − 8)³ (5x + 15) b) f(x) = (3x + 4)(2x − 8)²(x +15)²
2) Can i get help with this question
34) pl
23 4 5 is undefined. 1. Graph y=-5
2. What does the graph show? 6 5 4 3 2 1 B 0 Floor 10 20 30 Time (s) 40 O A. The elevator went up for 20 seconds, sideways for 10 seconds, and then down for 20 seconds. OB. The elevator started on floor 0, went up to the 20th floor, went up to the 30th floor, and then went up to the 50th floor. OC. The elevator went up for 20 seconds, did not move for 10 seconds, then went down for 20 seconds. O D. The elevator speeded up for 20 seconds, stayed at the same speed for 10 seconds, and then slowed down for 20 seconds.
Firm's production is represented by z=10x1/2y1/2. z=amount of output. x=amount of labor used. y=amount of capital used. Labor cost= 20 dollars per unit, Capital cost= 80 dollars per unit. Part a) 100 units are currently being made as the output. Labor's cost minimizing quantity=20. Capital's cost minimizing quantity=5. Draw a graph of this with both isocosts and isoquants. Part b) The business wants to make the output increase from 100 units to 140 units. In the short run, capital is fixed. What is the amount of labor needed? Show this in your graph in part a. Calculate the new total cost. Part c) In the graph from part a, draw and label a point that shows capital's and labor's cost minimizing level in the long run if the business wants to make 140 units.
2. This graph shows how the number of trees in a town decreased as new subdivisions were developed, and then increased after a tree planting program began. Explain how the graph would change under each scenario. Include a sketch in your explanation. a) There were more trees initially. Census of City Trees 200 1980 1990 200 Year b) Trees were planted at a faster rate. Census of City Trees 200 1980 1990 2000 Year Number of trees (thousands) Number of trees (thousands)
!