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ALT ALT FN New York is a "concrete jungle where dreams are made of." To this extent, a young upstart tries to drum up business in three of the tallest buildings in the city. Below from left to right are pictured One World Trade Center (104 floors), the Empire State Building (82 occupied floors) and the Bank of America Tower (55 floors).

ALT ALT FN New York is a "concrete jungle where dreams are made of." To this extent, a young upstart tries to drum up business in three of the tallest buildings in the city. Below from left to right are pictured One World Trade Center (104 floors), the Empire State Building (82 occupied floors) and the Bank of America Tower (55 floors).

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 27PPS
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Hi. Would anyone be so helpful and answer this question with an explanation on how to get to the answer? Thanks much. I've included a picture of the problem. I hope it suffices. Thanks

ALT MENU ALT New York is a "concrete jungle where dreams are made of." To this extent, a young upstart tries to drum up business in three of the tallest buildings in the city. Below from left to right are pictured One World Trade Center (104 floors), the Empire State Building (82 occupied floors) and the Bank of America Tower (55 floors). Consider the case where this person enters one of the three buildings randomly and goes to a random floor. (a) easy Draw a probability tree of this random event. Use "..." notation so you don't need to draw hundreds of lines.
Transcribed Image Text:ALT MENU ALT New York is a "concrete jungle where dreams are made of." To this extent, a young upstart tries to drum up business in three of the tallest buildings in the city. Below from left to right are pictured One World Trade Center (104 floors), the Empire State Building (82 occupied floors) and the Bank of America Tower (55 floors). Consider the case where this person enters one of the three buildings randomly and goes to a random floor. (a) easy Draw a probability tree of this random event. Use "..." notation so you don't need to draw hundreds of lines.
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