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krojas015
04.07.2019 •
Mathematics
The constraints of a problem are listed below. what are the vertices of the feasible region? x+3y≤6 4x+6y≥9 x≥0 y≥0 a) (-3/2,5/2), (9/4,0), (6,0) b) (0,0), (0,3/2), (9/4,0) c) (0,0), (0,2), (6,0) d) (0,3/2), (0,2), (6,0), (9/4,0)
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Ответ:
ANSWER
The correct answer is D
EXPLANATION
To graph the inequality
we first graph the corresponding equation,
We then test the origin to determine which half-plane to shade the inequality,
The above statement is true so we shade the lower half plane.
Next, we graph
By first graphing the corresponding equation,
Then we test the origin again,
This statement is false, so we shade the upper half plane
Next, we graph,
Draw the vertical line
and shade to the right.
Finally, we graph,
Draw the horizontal line
and shade the upper region.
the intersection of all the shaded regions is called the feasible region.
The four vertices of the feasible region are
Hence the correct answer is D
Ответ:
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