It depends on the statistics you are looking for. Rankings of competitve swimmers competing at high levels can often be found on the national swimming body's website. (eg the amatuer swimming association in Britain, or or the American swimming association) If you are looking for results from a particular meet, they are often publicized on the host team or country's website, or can often be found in Google.
speed (timing
J. K. Abel has written: 'Comparative time tables for competitive swimming' -- subject(s): Statistics, Swimming
It is not really possible to tell that Swimming caused this condition. It is not likely to be caused by swimming in salt water. Fresh Water however (not chlorinated as in a public bath) might expose you to various bacteria that ultimately might cause an ear infection or other infectuary problems. Statistics can be used in order to determine the likelihood of an infectious disease spreading from a particular place. If a doctor get many people with similar conditions after swimming in the same place/water, then this increases the likelihood of this.
The two main branches of statistics is Descriptive statistics and inferential statistics.
There are two types of statistics. One is called descriptive statistics and the other is inferential statistics. Descriptive statistics is when you use numbers. Inferential statistics is when you draw conclusions or make predictions.
He went swimming in a swimming :)
Richard C. Franklin has written: 'Older Australians, aquatic safety' -- subject(s): Drowning, Swimming for older people, Statistics, Older people, Services for, Prevention
Psychological statistics is the application of statistics to psychology.
I was swimmingWe were swimmingYou were swimmingHe/She/It was swimmingThey were swimming
The statistics (pl.) indicate that statistics (sing.) is a pseudo-science.
Differential statistics are statistics that use calculus. Normally statistics would use algebra but differential statistics uses calculus instead of algebra.
The two main forms of statistics are qualitative (descriptive) statistics and quantitative (inferential or inductive) statistics.