BIOM301 Exam I - Descriptive Statistics

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15 Terms

1
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Define sample mean and notation.

Arithmetic average; x̄ = Σx/n.

2
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Define sample median.

Middle ordered value; average of two middles if n is even.

3
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Define sample mode.

Most frequent value(s); can be multimodal or none.

4
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When do mean=median=mode?

For unimodal, perfectly symmetric distributions.

5
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Effect of skew on mean vs median.

Mean pulled toward tail; median more robust.

6
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Define range.

Max − Min (add a decimal place when computed).

7
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Define sample variance (s^2).

Average squared deviation from the mean: s^2=Σ(x−x̄)^2/(n−1) for sample.

8
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Define sample standard deviation (s).

Square root of sample variance; typical average deviation in same units as data.

9
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Why is s usually reported rather than s^2?

s is in original units; s^2 is in squared units.

10
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Boxplot: what five numbers?

Min, Q1, Median, Q3, Max (often show outliers).

11
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What is a percentile?

Value below which a given percent of observations fall.

12
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Interpretation: 's large, x̄ same'.

Greater dispersion/spread while center unchanged.

13
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Reporting center when outliers suspected.

Use median instead of mean.

14
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Add one extra decimal place rule.

Carry one more decimal in calculated statistics than measurement precision.

15
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