In a group of 60 students, 20 like cake and 15 like cake and ice cream. Draw a Venn Diagram illustrating this and answer the following question: How many students like only ice cream?
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Label the circle for cake with 20 students and the intersection of cake and ice cream with 15 students. ** Show more…
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Suppose 135 students are surveyed about their favorite ice cream flavors. Draw a Venn Diagram and then use it to answer the following questions: - For Students who like Chocolate, use the symbol C. - For Students who like Caramel, use the symbol M. - For Students who like Vanilla, use the symbol V. Given information: - 63 students like Chocolate (C). - 61 students like Caramel (M). - 53 students like Vanilla (V). - 28 students like both Caramel and Vanilla. - 31 students like both Chocolate and Caramel. - 22 students like both Chocolate and Vanilla. - 15 students like all three flavors. Questions: 1. How many students do not like any of the given flavors? 2. How many students like only Caramel?
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In a survey carried out in a school snack shop, the following results were obtained. Of 100 boys questioned, 78 liked sweets, 74 ice-cream, 53 cake, 57 liked both sweets and icecream. 46 liked both sweets and cake while only 31 boys liked all three. If all the boys interviewed liked at least one item, draw a Venn diagram to illustrate the results. How many boys liked both ice-cream and cake?
Use the following information. In a school of 310 students, 80 participate in academic clubs, 115 participate in sports, and 20 students participate in both. Make a Venn diagram of the data.
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