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19 September, 20:27

Find the maximum value of the objective function f (x, y) = x - y + 1, subject to the constraints x ≥ 0, - x + y ≥ 0, and y ≤ 2.

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  1. 19 September, 20:32
    0
    We see that

    x≥0

    -x+y≥0 or y≥x

    and

    y≤2

    we see

    x-y+1

    y is being minused, so make it very small, we can make it 0

    because y can equal x

    and x can equal 0

    so

    f (0,0) = 0-0+1=1

    at (0,0) yeilds a value of 1

    sorr if wrong
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