When examining the built landscape, the height of buildings may be viewed as a determinant of aesthetic value. In a very large dataset about the building heights for a suburban area, the average height of buildings is 8.8m with a standard deviation of 2.6m. You are attempting to discover the probability that a randomly chosen building will be. Draw diagrams to assist your understanding of this problem. a. Greater than 10.5m b. Less than 7.7m c. You will select two buildings. What is the probability that the 1st selected building is greater than 10.5m and that the next building selected is less than 7.7m? On C, the expert solved for 7.7
When examining the built landscape, the height of buildings may be viewed as a determinant of aesthetic value. In a very large dataset about the building heights for a suburban area, the average height of buildings is 8.8m with a standard deviation of 2.6m. You are attempting to discover the probability that a randomly chosen building will be. Draw diagrams to assist your understanding of this problem. a. Greater than 10.5m b. Less than 7.7m c. You will select two buildings. What is the probability that the 1st selected building is greater than 10.5m and that the next building selected is less than 7.7m?
On C, the expert solved for 7.7<x<10.5, not the first building being greater than 10.5 and the second building being less than 7.7
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