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Re: [Phys-l] Basic statistics



I suppose that the concept of a "population" versus a "samples from a population" were formulated to deal with problems in fields like sociology, medicine or advertising. For example, all 125,641 US male drivers, in a given age group, can be defined as a population. It is not practical to study each individual. In order to learn something about the entire population statisticians may randomly select a sample of 10,000 people and study them. For example, they may collect information on health, income, education, political prefernces, race, sexual orientation, attitude toward the war etc, etc. On that basis they make predictions about the entire population.

What should be called a population when students measure gravitational acceleration? Each set of five results can be called a sample. Students try to estimate the true g in their location. Is this their "population' ? If not then what is the population? Why do we need the concept of population when true values, or differences between true values, are measured with instruments of limited precision? Individuals can be considered as parts of instruments.

Ludwik Kowalski
Let the perfect not be the enemy of the good.