Question

the members of a school club sell bracelets to earn money for a project. the clubs treasurer records the amount of money collected by each member and determines the measures shown. minimum = $16 maximum = $25 median = $20 q1 = $18 q3 = $21 make a box plot using the five measures. bracelet sales amount collected ($)

Explanation:

Step1: Plot the minimum value

Plot a point at \(16\) on the number line.

Step2: Plot the first quartile (\(Q1\))

Plot a point at \(18\) on the number line.

Step3: Plot the median

Plot a point at \(20\) on the number line.

Step4: Plot the third quartile (\(Q3\))

Plot a point at \(21\) on the number line.

Step5: Plot the maximum value

Plot a point at \(25\) on the number line.

Step6: Draw the box

Connect the points at \(18\), \(20\), and \(21\) to form a box.

Step7: Draw the whiskers

Connect the box to the points at \(16\) and \(25\) with lines (whiskers).

Answer:

The box - plot has a minimum at \(16\), \(Q1\) at \(18\), median at \(20\), \(Q3\) at \(21\), and maximum at \(25\) with the box connecting \(18 - 20 - 21\) and whiskers from \(16\) to \(18\) and \(21\) to \(25\).