An oil company requires 13000 ,20000and 15000 barrels of hi grade, medium grade and low grade oil respectively refinery a produces 100, three hundred and 200 barrels per day of high grade medium grade and low grade oil respectively where is the refinery be producers 200-400 and 100 barrels per day respectively if a cost rs 100 per day and b cost rs 300 per day to operate, how many days should eat be done to minimise the cost of requirement
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Sulposerfineries A and B should run for x and y days respectively to minimise the total cost
The mathematical form of the given LPP is.
minimise z = 400x+300y
subject to constraints
100x+300y 1 \geqslant 3000 ---------(1)
300x+400y \geqslant 20000 --------(2)
200x+100y \geqslant 15000 ----------(3)
x \geqslant
Sulposerfineries A and B should run for x and y days respectively to minimise the total cost
The mathematical form of the given LPP is.
minimise z = 400x+300y
subject to constraints
100x+300y 1 \geqslant 3000 ---------(1)
300x+400y \geqslant 20000 --------(2)
200x+100y \geqslant 15000 ----------(3)
x \geqslant
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