Presenting Quantitative And Qualitative Data Flashcards

1
Q

When interpreting data in a table what does a high SD suggest?

A
  • mean scores are more spread around the mean
  • more variation in scores
  • scores are less consistent
  • more indv differences in results
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2
Q

When interpreting data in a table what does a low (closer to 0) SD suggest?

A
  • scores are less spread / closer around the mean
  • less variation in scores
  • more consistent scores
  • less indv differences in results
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3
Q

When interpreting data in a table what does the mean suggest?

A
  • provides good indication of average score gained by ppts
  • MOST OF THE TIME, higher the mean the greater the score
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4
Q

What is the writing frame when interpreting tables with means and sds?

A
  • state which condition is lower and higher in terms of the mean
  • what does this suggest about the effect on the DV
  • state which condition is lower and higher in terms of the sd
  • what does this suggest about spread of scores + indv diff
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5
Q

What are the features of a normal distribution graph?

A
  • curve is always symmetrical
  • curve extends outwards on each side but never touches 0
  • mean,median and mode all occupy close to midpoint on curve
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6
Q

What is a skewed distribution graph?

A

Spread of data that isnt symmetrical

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7
Q

What are the 2 types of a skewed distribution graph?

A

Positive and negative

PAUL NEVIN = write this whenever u see a skewed distribution graph

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8
Q

What are the features of a positive skewed distribution graph?

A
  • most data is concentrated to left of the graph
  • peak is towards left (towards word paul = pos)
  • tail is on right of peak

E.g. hard test = most ppl score low

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9
Q

What are the features of a negative skewed distribution graph?

A
  • most data is concentrated to right of the graph
  • peak is towards right (towards word nevin = neg)
  • tail is on left of peak

E.g. an easy test = most ppl score high

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10
Q

When drawing a distribution curve, what should you plot first and why?

A
  • plot mode first as this shows where most of distribution will be (peak)
  • then plot median
  • then mean
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11
Q

Describe what discrete data is

A

Info / findings that can be categorised into groups, data can only appear in 1 category

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12
Q

Describe what continous data is

A

Data that can be measured using scientific tools e.g. height, weight, time or an indv score for each ppt

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13
Q

What are the steps to drawing a graph?

A
  • identifying what type of graph is required
  • plotting correct data
  • give graph a title
  • label axis + scale
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14
Q

What are the 3 graphical representations?

A

Bar charts
Histograms
Scattergraphs

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15
Q

What is a bar chart and when should you use it?

A
  • categorical / discrete data (words)
  • bars dont touch eachother or vertical y axis (shows were dealing with seperate conditions)
  • used to compare conditions
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16
Q

What is a histogram and when should you use it?

A
  • continuous data such as indv scores for ppts, height, weight or time
  • represents frequencies
  • scores are made up of equal intervals
  • bars touch eachother and vertical y axis - shows data is continous
  • if one of the the frequencies had an interval of 0, the space for the interval would remain but w out a bar
17
Q

What is a scattergraph and when should you use it?

A
  • used to display relationship between two co - variables, represents correlations
  • each plot represents one ppt but 2 scores
18
Q

What type of graph do you use when the mean, median, mode, range and sd values of scores are from TWO SEPERATE CONDITIONS?

A

Bar chart as the two conditions are categories