Linear Programming 2: Graphical Solution - Minimization Problem

This video shows how to solve a minimization LP model graphically using the objective function line method.
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The following LP problem was solved:
Min 5X + 7Y
X + 3Y ≥ 6
5X + 2Y ≥ 10
Y ≤ 4
X, Y ≥ 0

Linear Programming 1: Graphical Solution -Extreme/Corner Points

Linear Programming 3: Graphical Solution – with negative coefficients

Linear Programming 4: Slack/Surplus, Binding Constraints, Standard Form

Linear Programming 5: Alternate solutions, Infeasibility, Unboundedness, & Redundancy

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[Nipz]

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[Mrsssawhney]

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[dinomite]

Thanks so much for explaining how you picked the random number for the optimal point 👌 I never knew what was the right number but you telling me to multiply the coefficients of X and Y is GENIUS.

[tinacochrane]

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