If A, B are two sets of items, and A⊆ B. Which of the following statement is always true?: A. support(A) ≤ support(B) B. support(A) ≥ support(B) C. support(A) = support(B) D. support(A) ≠ support(B)If A, B are two sets of items, and A⊆ B. Which of the following statement is always true?:
A. support(A) ≤ support(B)
B. support(A) ≥ support(B)
C. support(A) = support(B)
D. support(A) ≠ support(B)
Answers
Answered by
1
Explanation:
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Answered by
1
The true statement is support(A) ≤ support(B)
Option (A) is correct.
Explanation:
If A, B are two sets of items, and A⊆ B. Which of the following statement is always true?: A. support(A) ≤ support(B) B. support(A) ≥ support(B) C. support(A) = support(B) D. support(A) ≠ support(B)If A, B are two sets of items, and A⊆ B. Which of the following statement is always true?:
A. support(A) ≤ support(B)
B. support(A) ≥ support(B)
C. support(A) = support(B)
D. support(A) ≠ support(B)
The true statement is support(A) ≤ support(B)
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