Set up the input-output matrix A. Do not solve the problem. The order for the input output Matrix is Electricity, Oil, and Pipcline Let an economy contain three industrics: clectric, oil and pipeline. For cach $10 of electricity generated, let thecre be charges of $2 for clectricity, $4 for oil and $1 for pipeline. For cach $1 of oil produced, suppose there are charges of $0.10 in clectricity, $0.40 for oil, and nothing for pipelinc. Finally, for cach $5 in pipelinc, suppose that $1.50 is spent on clcctricity, $1 is spent on oil, and nothing for pipeline.

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Chapter2: Second-order Linear Odes
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Set up the input-output matrix A. Do not solvc the problem.
The order for the input - output Matrix is Electricity, Oil, and Pipcline
Let an economy contain thrce industrics: electric, oil and pipeline.
For cach $10 of clectricity generated, let there be charges of $2 for clectricity, $4 for oil and $1 for
pipeline.
For cach $1 of oil produced, suppose there arc charges of $0.10 in clectricity, $0.40 for oil, and
nothing for pipeline.
Finally, for cach $5 in pipclinc, suppose that $1.50 is spent on electricity, $1 is spent on oil, and
nothing for pipcline.
0.2 0.1
0.3
A =
0.4
0.4
0.2
0.1
2 0.1
1.5
A =
4 0.4
1.
1
4
A =
0.1
0.4
1.5
O None of the Above
Transcribed Image Text:Set up the input-output matrix A. Do not solvc the problem. The order for the input - output Matrix is Electricity, Oil, and Pipcline Let an economy contain thrce industrics: electric, oil and pipeline. For cach $10 of clectricity generated, let there be charges of $2 for clectricity, $4 for oil and $1 for pipeline. For cach $1 of oil produced, suppose there arc charges of $0.10 in clectricity, $0.40 for oil, and nothing for pipeline. Finally, for cach $5 in pipclinc, suppose that $1.50 is spent on electricity, $1 is spent on oil, and nothing for pipcline. 0.2 0.1 0.3 A = 0.4 0.4 0.2 0.1 2 0.1 1.5 A = 4 0.4 1. 1 4 A = 0.1 0.4 1.5 O None of the Above
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