Lecture 1 Flashcards
Define Statistics
Technique where data’s organized, treated, & presented for interpretation
Reasons Why Statistics are Useful?
1.) Calculating probabilities
2.) Comparing things from same group
3.) Determine how treatment affects outcomes
4.) Likelihood of making a wrong conclusion (type 1 error)
5.) determine strength of conclusion-supporting evidence
How are Statistics used?
4 ways
1.) to determine best treatments
2.) to make clinical diagnoses
3.) to form tests & theories
4.) to make evidence-based decisions
What is Measurement?
Process of comparing a value to a standard
What are 4 types of Measurements used in stats?
1.) Distance - eg; height, long jump distance
2.) Force - eg; body weight, isometric strength
3.) Time - eg; # of seconds to complete 100m race
4.) Frequency - eg; heart rate in beats per minute
2 things that make a good measurement?
1.) Reliability
2.) Validity
What is Reliability?
Reproducibility & consistency
What is Validity?
- provide an example
Test measures what it is designed to measure
- often a correlation from 1 test to another
- eg; 6-min walk test for VO2Max estimation
What are Variables?
Characteristics of a person, place, or object that can assume more than one value
- includes; anthropometric & performance outcomes
What are Constants?
Characteristics that do not change
- eg; competition distances, weight categories…
What are the 3 types of Measurement Scales we will be using?
1.) Ordinal
2.) Interval
3.) Ratio
What is the Ordinal Measurement Scale?
- defining characteristic & example
scale ranks participants/objects
- Eg; rankings in sport (doesn’t tell you how much someone is better by)
What is the Interval Measurement Scale?
- defining characteristic & example
Equal units of measurement with no true 0 (eg; 0 degrees C doesn’t mean there is no temperature)
- eg; temperature
What is the Ratio Measurement Scale?
- defining characteristic & example
Scale has an absolute 0 (0=absence of value)
- eg’ weight, distance, marks on exams, etc.
What is a Theory?
A belief regarding a concept or series of related concepts
- generate hypotheses to be tested
- eg; gravity, evolution, sliding filament theories
- theories derive from hypotheses that survive testing