In Joe's neighborhood, there is a 20% chance of finding a parking spot on the street after 5 p. m. Joe always arrives home from work after 5 p. m. each weeknight. Last week, Joe found a parking spot on the street on 3 out of 5 days during the week. Was this an unusual occurrence or could Joe expect this to happen again sometime soon? Describe how you could design a simulation to represent the situation and answer the question: You do not need to conduct the simulation.

Question

Mathematics

Mariam Barry

25 January, 14:58

In Joe's neighborhood, there is a 20% chance of finding a parking spot on the street after 5 p. m. Joe always arrives home from work after 5 p. m. each weeknight. Last week, Joe found a parking spot on the street on 3 out of 5 days during the week. Was this an unusual occurrence or could Joe expect this to happen again sometime soon? Describe how you could design a simulation to represent the situation and answer the question: You do not need to conduct the simulation.

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Answers (2)

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Monserrat · Answer 1

Joe could drive up to the street earlier, before work, and reserve, or put cones on a parking spot, and then he will be there in time to move the cones and park there.

Allyson Keith · Answer 2

Answer: The purpose of this Anchor Problem is to get students thinking about how they would design a simulation for a compound event. It would be beneficial for students to brainstorm several different ideas so they can draw on those ideas when they design their own simulations in Anchor Problem #2.