JUST PART D PLEASE 3. Suppose an economy consists of Baseball, Seafood, and Technology. To produce one unit of Baseball requires: .2 units of Baseball .4 of units of Seafood .3 units of Technology To produce one unit of Seafood requires: .1 units of Baseball .2 of units of Seafood .5 units of Technology To produce one unit of Technology requires: .3 units of Baseball .1 of units of Seafood .5 units of Technology The consumer demand is: 170 units of Baseball 100 units of Seafood 200 units of Technology A. Define the necessary variables to determine the amount of Baseball, Seafood, and Technology to supply to satisfy manufacturing and consumer demands. B is S is T is B. What are the 3 algebraic equations that relate the amount supplied, amount consumed during manufacturing, and amount demanded by the consumer? C. Express the 3 equations from part B in the equivalent matrix form. D. How much Baseball, Seafood, and Technology must be supplied to meet manufacturing and consumer demands. First provide the matrix from part C in the form: X = (I – A)-1 D, then determine B, S, T.
JUST PART D PLEASE 3. Suppose an economy consists of Baseball, Seafood, and Technology. To produce one unit of Baseball requires: .2 units of Baseball .4 of units of Seafood .3 units of Technology To produce one unit of Seafood requires: .1 units of Baseball .2 of units of Seafood .5 units of Technology To produce one unit of Technology requires: .3 units of Baseball .1 of units of Seafood .5 units of Technology The consumer demand is: 170 units of Baseball 100 units of Seafood 200 units of Technology A. Define the necessary variables to determine the amount of Baseball, Seafood, and Technology to supply to satisfy manufacturing and consumer demands. B is S is T is B. What are the 3 algebraic equations that relate the amount supplied, amount consumed during manufacturing, and amount demanded by the consumer? C. Express the 3 equations from part B in the equivalent matrix form. D. How much Baseball, Seafood, and Technology must be supplied to meet manufacturing and consumer demands. First provide the matrix from part C in the form: X = (I – A)-1 D, then determine B, S, T.
Principles of Economics 2e
2nd Edition
ISBN:9781947172364
Author:Steven A. Greenlaw; David Shapiro
Publisher:Steven A. Greenlaw; David Shapiro
Chapter3: Demand And Supply
Section: Chapter Questions
Problem 3SCQ: In an analysis of the market for paint, an economist discovers the facts listed below. State whether...
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JUST PART D PLEASE
3. Suppose an economy consists of Baseball, Seafood, and Technology. To produce one unit of Baseball requires: .2 units of Baseball .4 of units of Seafood .3 units of Technology To produce one unit of Seafood requires: .1 units of Baseball .2 of units of Seafood .5 units of Technology To produce one unit of Technology requires: .3 units of Baseball .1 of units of Seafood .5 units of Technology The consumer demand is: 170 units of Baseball 100 units of Seafood 200 units of Technology A. Define the necessary variables to determine the amount of Baseball, Seafood, and Technology to supply to satisfy manufacturing and consumer demands. B is S is T is B. What are the 3 algebraic equations that relate the amount supplied, amount consumed during manufacturing, and amount demanded by the consumer? C. Express the 3 equations from part B in the equivalent matrix form. D. How much Baseball, Seafood, and Technology must be supplied to meet manufacturing and consumer demands. First provide the matrix from part C in the form: X = (I – A)-1 D, then determine B, S, T.
![3. Suppose an economy consists of Baseball, Seafood, and Technology.
To produce one unit of Baseball requires:
.2 units of Baseball
.4 of units of Seafood
To produce one unit of Seafood requires:
.1 units of Baseball
2 of units of Seafood
To produce one unit of Technology requires:
.3 units of Baseball .1 of units of Seafood
The consumer demand
170 units of Baseball
Sis
A. Define the necessary variables to determine the amount of Baseball, Seafood,
and Technology to supply to satisfy manufacturing and consumer demands.
B is
Tis
.3 units of Technology
.5 units of Technology
5 units of Technology
is:
100 units of Seafood 200 units of Technology
B. What are the 3 algebraic equations that relate the amount supplied, amount
consumed during manufacturing, and amount demanded by the consumer?
C. Express the 3 equations from part B in the equivalent matrix form.
B =
D. How much Baseball, Seafood, and Technology must be supplied to meet
manufacturing and consumer demands.
First provide the matrix from part C in the form: X = (I-A)-¹ D, then determine B, S, T.
S=
T =](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff1799000-33ab-4b28-9bb2-f03cfa8defbf%2Fbd6e1a27-eb0a-4e87-b287-2f7bc8700263%2F7mb5iur_processed.png&w=3840&q=75)
Transcribed Image Text:3. Suppose an economy consists of Baseball, Seafood, and Technology.
To produce one unit of Baseball requires:
.2 units of Baseball
.4 of units of Seafood
To produce one unit of Seafood requires:
.1 units of Baseball
2 of units of Seafood
To produce one unit of Technology requires:
.3 units of Baseball .1 of units of Seafood
The consumer demand
170 units of Baseball
Sis
A. Define the necessary variables to determine the amount of Baseball, Seafood,
and Technology to supply to satisfy manufacturing and consumer demands.
B is
Tis
.3 units of Technology
.5 units of Technology
5 units of Technology
is:
100 units of Seafood 200 units of Technology
B. What are the 3 algebraic equations that relate the amount supplied, amount
consumed during manufacturing, and amount demanded by the consumer?
C. Express the 3 equations from part B in the equivalent matrix form.
B =
D. How much Baseball, Seafood, and Technology must be supplied to meet
manufacturing and consumer demands.
First provide the matrix from part C in the form: X = (I-A)-¹ D, then determine B, S, T.
S=
T =
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