lecture three descriptive data Flashcards

(16 cards)

1
Q

what is descriptive statistics ?

A

Helps summarise and organise data so its easier to understand.

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2
Q

what descriptive data measures?

A

1.center of data- Average like mean, median, and mode.

2.spread of data- Measures of dispersion like range, variance, standard deviation.

  1. shape of distribution- how data is spread(symmetrical,skewed,kurtosis)
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3
Q

Describe what symmetrical,skewed,kurtosis mean.

A

1.Symmetrical- no skew equal on both side
2. skewed data- more data on one side, with a long tail on the other side.
3. How sharp or flat the peak of a distribution is.

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4
Q

3 reasons why descriptive data is useful :

A

Helps summarise large datasets.

Make it easy to identify patterns and trends.

Provides a quick snapshot of data without complex calculations.

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5
Q

What is a distribution ?

A

A distribution shows how values in a dataset are spread out or organised.

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6
Q

why its useful ?

A

Helps visualise trends in data

shows if data is skewed.

Helps in predicting future patterns.

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7
Q

1 Key measures in descriptive statistics

A

center of a distribution:

measures the average value in a dataset.
Examples: Mean, Median, Mode.

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8
Q

2 Key measures in descriptive statistics

A

spread of a distribution.

Shows how data is spread out or varies.
Examples: Range,variance,standard deviation.

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9
Q

3 Key measures in descriptive statistics

A

Shape of a distribution.

describe whether the data is symmetrical or skewed.

Includes skewness (asymmetry) and kurtosis (peak sharpness)

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10
Q

1.Central tendency(average). Mean

A

Mean(arithmetic average)

calculated as:

mean= sum of all values/ total number of values.

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11
Q

2.central tendency Median

A

Median(middle value)

the middle value when data is arranged in ascending order.

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12
Q
  1. central tendency Mode
A

Mode(most frequent values)

The value that appears the most in a dataset

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13
Q

Choosing the right average

A

shape of distribution-

symmetrical data; mean is best

skewed data; Median is better

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14
Q

what is percentiles and quartiles ?

A

Help divide a dataset into equal parts to help understand how values are spread.

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15
Q

percentiles

A

A dataset is divided into 100 equal sections. Each section is a percentile.
p1=1% to 100

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16
Q

Quartiles

A

Split data into 4 parts.
Q1(25%) lower quartile.
Q2(50%) median
Q3(75%) upper quartile
Q4(100%) maximum value

helps understand how data is spread.