Question

100 students were asked if they like chocolate, vanilla, or strawberry ice cream. The following data were collected: - 56 like chocolate, but 21 of these like only chocolate. - 39 like vanilla, but 11 of these like only vanilla. - 48 like strawberry, but 17 of these like only strawberry. - 13 do not like any of these flavors. - 18 like all three flavors. a) Introduce the corresponding events and create a Venn diagram for these data. b) Given that a student likes chocolate, what is the probability he also likes strawberry? c) Is liking chocolate independent of liking strawberry?

          100 students were asked if they like chocolate, vanilla, or strawberry ice cream. The following data were collected:
- 56 like chocolate, but 21 of these like only chocolate.
- 39 like vanilla, but 11 of these like only vanilla.
- 48 like strawberry, but 17 of these like only strawberry.
- 13 do not like any of these flavors.
- 18 like all three flavors.

a) Introduce the corresponding events and create a Venn diagram for these data.
b) Given that a student likes chocolate, what is the probability he also likes strawberry?
c) Is liking chocolate independent of liking strawberry?

100 students were asked if they like chocolate, vanilla, or strawberry ice cream. The following data were collected:
- 56 like chocolate, but 21 of these like only chocolate.
- 39 like vanilla, but 11 of these like only vanilla.
- 48 like strawberry, but 17 of these like only strawberry.
- 13 do not like any of these flavors.
- 18 like all three flavors.

a) Introduce the corresponding events and create a Venn diagram for these data.
b) Given that a student likes chocolate, what is the probability he also likes strawberry?
c) Is liking chocolate independent of liking strawberry?

Added by Amy K.

Question

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