Consider the two processes shown below. Process A uses x$\_$a$\_$oil $=13$ kg of oil and x$\_$a$\_$el $=6$ kWh of electricity to produce $8$ liters of fuel, with an emission of $1\mathrm{.}5$ g of SO$2.$ Process B requires $1$ liter of fuel to deliver y$\_$b$\_$el $=3$ kWh electrical power, with an emission of $0\mathrm{.}2$ g SO$2.$ The system supplies a total of $1429$ kWh of electricity for final consumption $($i$.$e$.$ final demand$)$ a$)(10$ points$)$ Define the technology matrix A for the system, using the following format: A$=[$ use the matrix is on the picture$]$ where we have put fuel $=$ fuel, and el $=$ electric power. You must therefore place the correct number in the correct place in the matrix Define the response as a Python variable A$.$ It must be defined as an np$.$array. Run the cell below to check that the format is correct $($checks if it is specified as np$.$array and the correct dimension$).2$ import numpy as np

$3$ import os$,$ imp

$4$

$5$ path $=\text{'}.$meta.py$\text{'}$

$6$ name $=$ path.split$(\text{'}\text{'}\text{'})[-2]$

$7$ with open$($path$,\text{'}$rb$\text{'})$ as fp:

$8$ meta $=$ imp.load$\_$module$($name$,$ fp$,$ path, $(\text{'}.$py$\text{'},\text{'}$rb$\text{'},$ imp.PY$\_$SOURCE$))$

$9$

$10$ import meta

$11$ assignments $=$ meta.assignments$()[2]$: $1$ assignments.getAssignment$(\text{'}$assignment$\_1\text{'})[2]$: Legg til grunn de to prosessene som er vist under. Prosess A bruker x$\_$a$\_$oil $=13$kg olje og x$\_-$a$\_$el $\_-=6$ kWh elkraft for $$ produsere $8$ liter drivstoff, med et utslipp p$1\mathrm{.}5$gSO$\_2.$ Prosess B krever $1$ liter drivstoff for $$ levere y$\_$b$\_$el $=3$ kWh elektrisk kraft, med et utslipp av $0\mathrm{.}2$gSO$.$Systemet leverer samlet $1429$ kWh elkraft til sluttforbruk $($alts$$ final demand$).$ a$)(10$ poeng$)$ Definer teknologimatrisa $($technology matrix$)$ A for systemet, bruk f$$lgende format:

A$=[[$ a$\_$process $,$ fuel a$\_$process B$,$fuel; a$\_$process $,$ el a$\_$process B$,$el $]]$

der vi har satt fuel $=$ drivstoff, og el $=$ elkraft. Dere m$$ alts$$ plassere rett tall p$$ riktig sted i matrisa Definer svaret som en Python$-$variabel A $.$ Det m$$ v$$re definert som en