143 Flashcards

(12 cards)

1
Q

What is the difference between quantitative and qualitative data

A

Quantitative - The information is directly measurable eg weight, height, age
Qualitative - Information that is non-numerical in nature, usually in the form of a descriptive, often categorical nature

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2
Q

What is Nominal data

A

Categorical data with no ordering to the categories

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3
Q

What is ordinal data

A

categorical data which has ordering to the categories but is not mathematically linked

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4
Q

What is discrete data

A

Quantitative data which can only take certain values

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5
Q

What is continuous data

A

Quantitative data that can take any value in a given range which can be classified into interval (values within a range but 0 isn’t an absolute 0) and ratio (values within a range when 0 is a true 0)

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6
Q

Draw and label a box blot

A
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7
Q

What is variance

A

The overall degree to which these data points differ from the mean

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8
Q

What is the use of z scores

A

They allow you to standardise differences across different distributions. Commonly come across in birth weight/growth

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9
Q

What is Central Limit Theorem

A

That under appropriate conditions, the distribution of a normalised version of the sample mean converges to a standard normal distribution.

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10
Q

What is a parametric test

A

A test to compare means and variances that should only be used when the underlying data follow a normal distribution

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11
Q

What is the difference between a normal T test and ANOVA

A

T tests are used to make comparisons between 2 sample means whereas ANOVA is used to test the hypothesis that multiple samples come from the same population (multiple variables)

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12
Q

What are the three different types of T test

A
  • One sample t-test: when we have a single sample and want to compare the mean of that sample with a fixed value (usually a population mean or estimated population mean) we use one sample t-test
  • Paired samples t-test: where two observations are made on the same sample subjects, we need the paired samples t-test
  • Independent samples t-test: were we have two samples and have measured the variable on each of them
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