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2. In a small town, 35% of the households said they have baked bread in the past year. 57% said they have reorganized their kitchen in the past year. 25% said they have done both, baked bread and organized their kitchen in the past year. Make a Venn diagram or a 2-way table to represent the data from the small town. Then use that to answer the questions below. You may leave answers as percents for this problem since all numbers are given in percent form. a. If a household was selected at random, what is the probability they have done at least one of these activities in the past year? P(baked bread OR organized kitchen) = b. What is the probability a randomly selected house hold has done both activities in the past year? P(baked bread AND organized kitchen) = c. What is the probability a randomly selected household has only baked bread in the past year? d. Susan's neighbor brought over fresh baked bread, what is the probability the neighbor also organized their kitchen in the past year? P(organized kitchen | baked bread) = e. What is the probability of a household not doing either of the activities? f. Are baking bread and organizing the kitchen mutually exclusive? Explain your reasoning