Answer:
B
Explanation:
YAN PO I HOPE IT HELPS PO PA BRAINLY NA LNG PO
Answer:
65000 units
Explanation:
Given:
Expected sales of product W in April = 60000 units
Expected sales of product W in May = 75000 units
Expected sales of product W in June = 70000 units
Inventory in hand at the end of each month = 40% of the next month's expected sale
Inventory expected at the end of the April = 40% of the expected sales in May
or
Inventory expected at the end of the April = 0.4 × 75000 = 30000 units
Therefore, the total units required in April = Expected sales of product W in April + Inventory expected at the end of the April
or
the total units required in April = 60000 + 30000 = 90000 units
Now,
Excessive production in March (inventory) = 25000 units
Hence, the units required to be produced in April = the total units required in April - Excessive production in March (inventory)
or
the units required to be produced in April = 90000 - 25000 = 65000 units
Yes and no, if you are of United States yes, if not No
Answer:
The correct answer is genetic algorithms
Explanation:
Genetic Algorithms are adaptive methods that can be used to solve search and optimization problems. They are based on the genetic process of living organisms. Throughout the generations, populations evolve in nature according to the principles of natural selection and the survival of the strongest, postulated by Darwin (1859).
By imitating this process, Genetic Algorithms are able to create solutions for real-world problems. The evolution of these solutions towards optimal values of the problem depends to a large extent on their adequate codification.
Answer:
a. x3+x4<=1
Explanation:
We need a multiple choice constraint. Constraint x3+x4 <= 1 states that only one of the 2 options of landlord or contractor working on kitchen tiles can be used. (Assuming x3, x4 are binary variables)
Hence if x3 = 1, x4 is 0, and if x4=1, x3 becomes 0. Please note, there is no constraint in question specifying that kitchen tile has to be done. Hence, both x3 and x4 can be 0 depending on cost optimization, and x3+x4<=1 will still hold correct.
