Question: A. Write down ALL hypothses in Hcon (assuming we have n = 2 Boolean variables x1 and x2 ), where Hcon is the collection of
A. Write down ALL hypothses in Hcon (assuming we have n = 2 Boolean variables x1 and x2 ), where Hcon is the collection of Boolean Conjunctive Concepts - namely, each hypothesis in h is a Conjunction (logical "and") of Boolean literals.
B. Assume we have two data sets R and S. Here R has totally 200 examples, with 120 positive examples and 80 negative examples. And set S has totally 100 examples with 30 positive examples and 70 negative examples. Calculate the entropy for each set. Which set has the larger Information Entropy? Explain your answer.
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