01Transportation Problem

5
Transportation Problem Sanjay Choudhari SOM , NICMAR, Pune

description

transportation example

Transcript of 01Transportation Problem

  • Transportation Problem Sanjay Choudhari

    SOM , NICMAR, Pune

  • Prob1

    D Var Definination

    P1P2P3Supply

    O1X11X12X13S1

    O2X21X22X23S2

    O3X31X32X33S3

    O4X41X42X43S4

    DemandD1D2D3

    CostAndheriBandraChinchwadSupply

    Dumdum27450

    Ellora33180

    Feeroza54770

    Guna162140Obj

    Demand7090180Min

    759.9999999851

    D Var.

    AndheriBandraChinchwadLHSSupply

    Dumdum500049.9999999984

  • Min Cij Xij

    Sub to : Xij = 0

  • 2X11 + 7X12 + 4X13 + 3X21 + 3X22 + 1X23 + 5X31 + 4X32 + 7X33 + 1X41 + 6X42 + 2X43Min. Cost X11 + X12 + X13

  • Thank you !


1 PROBLEM 6PROBLEM 5 STANDARD 2.2 PROBLEM 8PROBLEM 7 MULTIPLES TABLE ADDING AND SUBTRACTING WITH FRACTION BARS PROBLEM 1 PROBLEM 4PROBLEM 3 PROBLEM 2 PROBLEM.

1 PROBLEM 6PROBLEM 5 STANDARD 2.2 PROBLEM 8PROBLEM 7 MULTIPLES TABLE ADDING AND SUBTRACTING WITH FRACTION BARS PROBLEM 1 PROBLEM 4PROBLEM 3 PROBLEM 2 PROBLEM.

1 PARTS OF A PARABOLA PARABOLAS PROBLEM 1 PROBLEM 2 PROBLEM 3 DEFINITION OF A PARABOLA Standard 4, 9, 17 SUMMARY OF FORMULAS PROBLEM 4 PROBLEM 5 PROBLEM.

1 PARTS OF A PARABOLA PARABOLAS PROBLEM 1 PROBLEM 2 PROBLEM 3 DEFINITION OF A PARABOLA Standard 4, 9, 17 SUMMARY OF FORMULAS PROBLEM 4 PROBLEM 5 PROBLEM.

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1 STANDARD 1.2 MULTIPLYING FRACTIONS PROBLEM 1 PROBLEM 4PROBLEM 3 PROBLEM 2 PROBLEM 5 PROBLEM 8PROBLEM 7 PROBLEM 6 PROBLEM 9 AREA OF A RECTANGLE EQUIVALENT.

1 STANDARD 1.2 MULTIPLYING FRACTIONS PROBLEM 1 PROBLEM 4PROBLEM 3 PROBLEM 2 PROBLEM 5 PROBLEM 8PROBLEM 7 PROBLEM 6 PROBLEM 9 AREA OF A RECTANGLE EQUIVALENT.

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1 PROBLEM 1 PROBLEM 3 PROBLEM 2 PROBLEM 4 PROBLEM 5 PROBLEM 8PROBLEM 7 PROBLEM 6 STANDARD 13 SUPPLEMENT AND COMPLEMENT: NUMERIC PROBLEM 10PROBLEM 9 PRESENTATION.

1 PROBLEM 1 PROBLEM 3 PROBLEM 2 PROBLEM 4 PROBLEM 5 PROBLEM 8PROBLEM 7 PROBLEM 6 STANDARD 13 SUPPLEMENT AND COMPLEMENT: NUMERIC PROBLEM 10PROBLEM 9 PRESENTATION.

Problem # 1 Problem # 2

Problem # 1 Problem # 2

1 PROBLEM 1A PROBLEM 2A PROBLEM 3A PROBLEM 4A PROBLEM 1B PROBLEM 4B PROBLEM 2B PROBLEM 3B TRIANGLES AS POLYGONS: CLASSIFICATION Standards 4 and 5 REFLEXIVE,

1 PROBLEM 1A PROBLEM 2A PROBLEM 3A PROBLEM 4A PROBLEM 1B PROBLEM 4B PROBLEM 2B PROBLEM 3B TRIANGLES AS POLYGONS: CLASSIFICATION Standards 4 and 5 REFLEXIVE,

Problem Statement Problem Solution

Problem Statement Problem Solution

1 RATIOS IN RIGHT TRIANGLES INVERSE OF TRIGONOMETRIC RATIOS PROBLEM 1a PROBLEM 1b PROBLEM 3c PROBLEM 2c PROBLEM 1c PROBLEM 2b PROBLEM 3a PROBLEM 3b PROBLEM.

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1 PROBLEM 1 PROBLEM 5 PROBLEM 2 PROBLEM 6 PROBLEM 3 PROBLEM 7A PROBLEM 4 PROBLEM 7B ANGLES FORM BY A TRANSVERSAL PARALLEL LINES CUT BY A TRANSVERSAL Standard.

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Problem Solution Problem Solution

Problem Solution Problem Solution

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