Question

20. Which of the following is not a step in the Hungarian method of assignment?
(A) enumerate all possible solutions
(B) revise the opportunity-cost table
(C) find the opportunity-cost table
(D) test for an optimal assignment
number of​

Answer 1

Answer:

option d

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Answer 2

Answer:

The following is not a step in the Hungarian method of assignment is (D) test for an optimal assignment number of.

Explanation:

• The Hungarian method is defined as the process used to find the computation technique of optimization which will address the assignment problem by the time of the polynomial and foreshadows which is followed by primal and dual method.
• It is also known as primary dual-method.
• It was founded by Harold Kuhn in the year 1955 and he was one who found the Hungarian Method.

• The problems of the Hungarian method of the Assignment method are solved by the following concept:

1) Row wise Reduction Matrix

2) Column wise Reduction matrix

3) Matrix that covers all the zeros

4) Optimal Assignment

• The following steps that are important in Hungarian Method is as follows:

1) The outcome can be specified so that it gets all the possible solutions.

2) The opportunity cost table is possible in Hungarian method it helps in calculating the most common values in the form tables.

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