Chapter 2 Flashcards

1
Q

What is a stem and lead diagram?

A

10’s as y axis, then the next value (5 for 15) is going on the next row

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2
Q

What use does a stem and leaf diagram have?

A

it’s a quick display of the distribution of data

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3
Q

What is a frequency histogram?

A

basically the stem and leaf diagram, but as a bar graph. Freq on Y axis, score/value on the X axis

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4
Q

What is a relative frequency chart?

A

same as a frequency histogram, but the y axis shows the proportion fo the total sample (total freq = 1). Therefore it is always in the form of a fraction

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5
Q

What is a relative frequency histogram?

A

For this, the width of the bar shows the amount of data that is available e.g. a normal bar chart is clunky, and with sufficient data, the bars will look like a perfectly shaped curve. Still essentially a relative frequency chart

The area under the curve/ bars must always = 1

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6
Q

What is the formula for the Mean?

A

Total / N
Use the dodgy 3 symbol (Sigma) for adding up all the initial values

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7
Q

What is the sample mean?

A

X bar
sigma x (total of all numbers in sample x)
divided by n (lowercase)

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8
Q

What is the population mean?

A

μ = Sigma X / N (uppercase)

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9
Q

What is the median?

A

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10
Q

What effects does the distribution have on the mean and median?

A

when the distribution is symmetric, then the media and mean are likely to be the same

when the data is skewed right, with a lot of data points, the median reacts and moves more than the mean

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11
Q

What is the Mode?

A

most frequently occurring value

You can find this on the highest point on a relative frequency diagram

If lots of values are the highest and the same, then they are all the mode

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12
Q

What is a dot plots graph?

A

Bar graph, but dots as a measure instead of one collective block

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13
Q

What is the range?

A

Rmax - Rmin

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14
Q

What is the sample variance?

A

s^2 = Sigma (x-xbar)^2 all over n-1

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15
Q

What is the sample standard deviation?

A

just the square root of the sample variance (just s)

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16
Q
A