Difference between transportation and assignment in a tabular form
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TRANSPORTATION PROBLEM:
This is about reducing cost or improving profit involving in transportation merchandize.number of sources and number of demand need not be equalmatrix need not to be a square matrixif total demand and total supply are not equal them problem is said to be unbalanced.it requires 2 stages to solve:-IBFS by North west corner rule, vogel's approximation method, least cost methodoptimal solution by MODI method.
ASSIGNMENT PROBLEM:
This is about assigning finite sources to finite destinations in a way where only one destination is alloted for one source with minimum cost.number of sources and number of destination must be equalmatrix must be square matrixproblems are said to be unbalanced if number of rows are not equal to the number of coloumns1 stage is sufficient for obtaining optimal solution (Hungarian method)
please mark as brainlist please.
This is about reducing cost or improving profit involving in transportation merchandize.number of sources and number of demand need not be equalmatrix need not to be a square matrixif total demand and total supply are not equal them problem is said to be unbalanced.it requires 2 stages to solve:-IBFS by North west corner rule, vogel's approximation method, least cost methodoptimal solution by MODI method.
ASSIGNMENT PROBLEM:
This is about assigning finite sources to finite destinations in a way where only one destination is alloted for one source with minimum cost.number of sources and number of destination must be equalmatrix must be square matrixproblems are said to be unbalanced if number of rows are not equal to the number of coloumns1 stage is sufficient for obtaining optimal solution (Hungarian method)
please mark as brainlist please.
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