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Where can you find the answers to ap statistics investigative task chapter 9 olympic long jumps?
Wiki User
∙ 12y ago
Wiki User
∙ 12y agoAP Statistics - Investigative Task - Chapter 9: Olympic Long Jumps
The linear model of Olypic Long Jumps since 1896 has a positive slope of about 0.64. This indicates that every increase in 4 years results in an increase in distance of about 0.64 inches. There is a dramatic
increase in distance from 1896 to 1900. This may be due to inexperience in dealing with the new Olympic Games. As such, I have removed that date from my subset of data. Gaps are found in the data from
1913 to 1919, from 1937-1947, and from 1949-1951. Following each of those dates are decreases in distance at the Olympic Long Jumps. The gaps and the decreases are most likely explained by war. I
have also removed all dates from my subset except the thirteen most recent Olympicevents, as advances in technology and in the world in general makes most earlier data irrelevant. Doing so, however, drops
the correlation about .26, and the R-squared has dropped about 44%. The residual of this data betrays a curve, which explains the ineffective linear model. The categorical X values may be to blame.
- R=.64
- R-squared = 41%
- Slope = 0.4846153846
- Y-intercept = -627.4653846
Using this model, I predict the Long Jump length for 2008 to be around 345.64 inches. The actual Long Jump length was about 328.35 inches, making the residual for the data around 17.29 inches
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