SOLUTION: Suppose P and Q are equivalent sets and n(P)=17.
What is the minimum number of elements in P u Q?
What is the maximum?
What is the minimum number of elements in P n Q?
What
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-> SOLUTION: Suppose P and Q are equivalent sets and n(P)=17.
What is the minimum number of elements in P u Q?
What is the maximum?
What is the minimum number of elements in P n Q?
What
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Question 713230: Suppose P and Q are equivalent sets and n(P)=17.
What is the minimum number of elements in P u Q?
What is the maximum?
What is the minimum number of elements in P n Q?
What is the maximum? Answer by stanbon(75887) (Show Source):
You can put this solution on YOUR website! Suppose P and Q are equivalent sets and n(P)=17.
What is the minimum number of elements in P u Q?
Ans: 17 if each element of P is also an element of Q
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What is the maximum?
Ans 34 if each element of P is different from those in Q
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What is the minimum number of elements in P n Q?
Ans: 0 if each element of P is different from those in Q
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What is the maximum?
Ans: 17 if each element of P is also in Q
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Cheers,
Stan H.
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