Question - Suppose now that only one repair team is available. Decide a maintenance policy by assigning rules to the repair team about the component to be first repaired in the different system failure configurations. Repeat point 2. Propose different maintenance policy and compare the results.
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Answer -
Introduction
In the industrial system administration, the maintenance policy is very important as it will ensured that all the channels are read and kept in a reliable state. This will ensure that the company can also respond to sudden change in regard to demand.
First Maintenance Policy
It is important that the administrator ensures all systems are measured to provide good quality results and ensure the firm gains competitive advantage over others in the industry. This mean that there should be no repeated system breakdown or corrupt software during operations. This means that the operators should ensure minimum level of production loss, minimum level of wastage, improvement of quality of the system and optimum usage of both the personnel and the system equipment (Fan, 2018)
Data from the initial solution:
Ctlr_ del
Ctrl_del
clc
A=[0 1e-2; 0.05 0];
B=[0 8e-3; 0.075 0];
C=[0 6e-3; 0.025 0];
D=[0 2e-3; 0.125 0];
M={A;B;C;D};
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Problem One
If for example we say that t A={4, 8, 12}, B={4, 12}, C={8, 12}, and D={8, 12, 16}. Then it is important to determine the number of sets and sub-sets whih of these sets are subsets.
This is because each of the set is going to represent a subset of itself B will be converted to a subset of A C is a subset that belongs to A and D.
Problem Two
In this section it is important to look at the cardinality of each subsets
a) subset ∅ 0
b) subset {∅} 1
c) subset {∅, {∅}} 2
d) subset {∅, {∅}, {∅, {∅}}} 3
Conclusion
In can be concluded that A = B in the event that A and B still remain to be the main subsets with the similar power set. This will be due to the definition where P(A) represents a subset that in the same line is going to be generated from A, in the event that A and B will be looking at the same selections in regard to valid subsets. This also means that A and B will have elements similar to each other thus equal.
This is because by definition, P(A) is the set of all subsets which in essence can be generated from A, if A and B generate the exact same collection of valid subsets, then it must be that A and B contain the same elements and are therefore equal.
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