Mathematics

Mathematics, 26.06.2019 22:00, chrisboykashifre1999

The tree farm has a parking lot that will hold 1000 vehicles. two-fifths of the parking lot spaces are for cars. when you went to buy your tree, there were 200 cars and some trucks in the parking lot. the parking lot was three-fourths full. how many trucks were in the lot?

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Mathematics, 26.06.2019 20:50, adrian08022

Mary and tom park their cars in an empty parking lot with n≥2 consecutive parking spaces (i.e, n spaces in a row, where only one car fits in each space). mary and tom pick parking spaces at random; of course, they must each choose a different space. (all pairs of distinct parking spaces are equally likely.) what is the probability that there is at most one empty parking space between them?

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Mathematics, 30.06.2019 04:20, sobell7725

Mary and tom park their cars in an empty parking lot with n≥2 consecutive parking spaces (i.e, n spaces in a row, where only one car fits in each space). mary and tom pick parking spaces at random; of course, they must each choose a different space. (all pairs of distinct parking spaces are equally likely.) what is the probability that there is at most one empty parking space between them?

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Mathematics, 30.06.2019 20:30, laceybudd9472

The grocery store parking lot will hold 100 vehicles. 2/5 of the parking spaces are for cars. when you went to buy groceries, there were 200 cars and some trucks in the parking lot. the parking lot was 3/4 full. how many trucks were in it?

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Mathematics, 11.09.2019 23:30, truesarah111

Mary and tom park their cars in an empty parking lot with n ≥ 2 consecutive parking spaces (i.e, n spaces in a row, where only one car fits in each space). mary and tom pick parking spaces at random. (all pairs of distinct parking spaces are equally likely.) what is the probability that there is at most one empty parking space between them?

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