Answer:
Let
the number of dols of type A manufactured = x
and
the number of dolls of type B manufactured = y
Given
that combined production level should not exceed 1200 dolls per week
The
demand for dolls of type B is atmost half of that for dolls of type A
Also
the production level of dolls of type A can exceed three times the production
of dolls of other type by at most 600 units.
Above L.P.P. is
given as
Maximize,
Z = 12x + 16y subject to the constraints, x + y
L1
: x + y = 1200 L2 : x ? 2y = 0
Here
Z is maximum at (800, 400)
800 of type A
and 400 dolls of type B should be produce to get maximum profit.
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