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Which of the following is wrong?Question 40Select one:a.If A → BC, then A → B and B → Cb.If A → B and B → C, then A → Cc.If A → B and A → C, then A → BCd.If A → B and C is another attribute, then AC → BC

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Which of the following is wrong?Question 40Select one:a.If A → BC, then A → B and B → Cb.If A → B and B → C, then A → Cc.If A → B and A → C, then A → BCd.If A → B and C is another attribute, then AC → BC

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Solution

The incorrect statement is a. "If A → BC, then A → B and B → C". This is because in functional dependencies, if A → BC, it means that A determines both B and C. However, it does not necessarily mean that B determines C.

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