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Would someone be able to explain to me how we would find antichains and chains of a powerset?
For example, if we had the power set of 4 - P([4]) then how would we derive the antichains, and symmetric chains?
What about for the power set of [5]? (where [5] is the set of numbers {1,2,3,4,5}.
Is there are a general formula to follow or simply a trial and error method?
Regardless of the choice of parameter u. Determine the range of u values for which this fixed point is stable.
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Determine if the given set constitutes a real vector space. The operations of "multiplication by a number" and "addition" are understood to be the usual operations associated with the elements of the set:
There are two small cities, Santa Clara and Santa Rosa. Santa Clara has 20 houses and Santa Rosa has 15 houses. An inspector must randomly choose 5 houses in Santa Clara and 7 houses in Santa Rosa to inspect.
Find the absolute change and the percentage change in the following case. The population of a country increased from 99 million in 1990 to 259 million in 2010.
A manufacturer of window frames know from long experience that 5 percent of the production will have some type of minor defect tht will require an adjustment. What is the probability that in a sample of 20 window frames
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Formulate a nonlinear program representing the profit maximization problem for the bakery. What is the equation associated with the constraint regarding the amount of time available for baking?
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