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based on the boxplot above, identify the 5 - number summary.
minimum: 10
q₁: 15
median: 20
q₃: 30
maximum: 35
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Explanation:

Step1: Identify the minimum value

The minimum value is the left - most end of the whisker. From the box - plot, the minimum is \(10\).

Step2: Identify \(Q_1\)

\(Q_1\) (the first quartile) is the left - hand side of the box. From the box - plot, \(Q_1 = 14\).

Step3: Identify the median

The median is the line inside the box. From the box - plot, the median is \(17\).

Step4: Identify \(Q_3\)

\(Q_3\) (the third quartile) is the right - hand side of the box. From the box - plot, \(Q_3=18\).

Step5: Identify the maximum value

The maximum value is the right - most end of the whisker. From the box - plot, the maximum is \(18\) (assuming the end of the whisker is at \(18\) as per the given box - plot markings).

Answer:

Minimum: \(10\), \(Q_1:14\), Median: \(17\), \(Q_3:18\), Maximum: \(18\)