Test 2- Chapter 3 and 4 Flashcards

1
Q

Relative Frequency

A

Proportion/Percentage of the data values that fall in that category
= frequency in category
———————————-
total frequency

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2
Q

Cumulative Frequency

A

Number of data values in that category and all preceding categories

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3
Q

Bar Graph - Qualitative or Quantitative

A

Qualitative

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4
Q

Pareto Chart

A

Bar graph that is arranged in frequency order

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5
Q

Pie Chart -Qualitative or Quantitative

A

Qualitative

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6
Q

Histogram

A

Graph in which the bars have a natural order and the bar widths have specific meaning

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7
Q

Stem-and-Leaf plot (Stemplot)

A

Looks somewhat like a histogram turned sideways
Instead of bars is a listing of data for each category

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8
Q

Histogram- Qualitative or Quantitative

A

Quantitative

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9
Q

Line charts

A

Series of dots connected by lines

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10
Q

Line charts- Qualitative or Quantitative

A

Quantitative

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11
Q

Mean

A

sum of values/total number of values

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12
Q

Median

A

Middle value

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13
Q

Mode

A

Most common value(s)

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14
Q

Outliers

A

Value that is much higher or lower than almost all others
Affects mean

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15
Q

Weighted mean

A

Accounts for variations in the relative importance of data values
Each data value is assigned a weight
weighted mean= sum of (each data value x its weight)/sum of all weight
Ex.: (75x20)+(80x40)+(85x40)
————————————— =
20+40+60
81
——- = 81%
100

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16
Q

Number of modes

A

1- Unimodal distribution
2- Bimodal distribution
3- Trimodal distribution

17
Q

Skewness

A

outliers in beginning/low outliers= left-skewed
outliers at end/high outliers= right-skewed
mode/median/mode all equal= symmetric

18
Q

Variation

A

Go high in small space= low variation
Not to high/low over mid space= moderate variation
Low over long space= High variation

19
Q

Range

A

Difference btw highest and lowest data values
= Max-Min

20
Q

Quartiles

A

Lower Quartile/Q1= 25th
Median/Q2= 50th
Upper Quartile/Q3= 75th

21
Q
A
22
Q

5-Number Summary

A

lowest value
lower quartile
median
upper quartile
highest value

23
Q

Percentiles

A

= number of values less than this data value
—————————————— x100
total number of values in data set

24
Q

Standard Deviation

A

total number of data values - 1
then have to square root

deviation from mean= data value-mean