T - Tests Flashcards
What is the T- Test used for?
Used to determine whether the mean for a sample differs significantly from:
- Estimated population mean (hypothesised mean).
- Mean of another sample drawn from the same population.
What are the two main values used in spirometry?
FEV1 = FORCED EXPIRATORY VOLUME IN ONE SECOND.
Volume of air exhale forcibly from the lungs in one second.
FVC = FORCED VITAL CAPACITY.
Volume of air exhaled from the lungs when you take a breath and blow all the way out.
Explain the key features of a normal distribution.
- Bell - Shaped Curve.
- Mean and Median are equal and located at the centre of the distribution.
- Predictable percentage falls within the 1, 2 or 3 standard deviations of the mean.
What two measurements are used to judge a normal distribution curve?
- Mean
- Standard Deviation
How can you tell something is LESS LIKELY to be normal for that population?
The more standard deviations a value is from the mean.
z = (x-u)/ sigma
Explain this equation.
Z score = single value.
X = Individual Score
U = Test Mean
Sigma = Test Standard Deviation.
What is statistical population?
- Complete set of possible observations.
- Researchers must define the population they are interested in.
What is sample?
Set of observations taken from the population.
What does a good sample allow you to do?
Contains the information that allows you to make conclusions about the population.
What is a parameter?
Value / Characteristic of the whole population.
Usually fixed // maybe unknown or unknowable.
What is a statistic?
Value calculated from sample data. (ie: sample mean).
Value may vary between samples.
Is observable.
What is a point estimate?
Use of a sample statistic to estimate a population parameter.
How do you work out the standard error?
Also known as the standard deviation of sample means
standard deviation / square root of number of samples.
What happens as the n increases?
The standard deviation gets smaller.
What is a one sample test?
When a statistical test can tell whether a sample is different from a population.