N.2

Compare Box Plots

Q4 · Apr–Jun

Compare the medians and spreads of two data sets shown as box plots.

Level

Medium

Level

Problems

Show exampleInclude answer key

@page { size: letter; margin: 0; } @media print { .ws-page + .ws-page { break-before: page; } } Daniel Math Academy \cdot Grade 8 Math Compare Box Plots Skill N.2 \cdot Box plots & outliers \cdot ★★☆ Medium \cdot Quarter 4 Name Date Score / 6 Scan for answers Use the box plots to answer each question. Example Test Scores Class A Class B 50556065707580859095100 Medians: 80 - 75 = 5 Think: Class B's median is 5 points higher. The IQRs are 85 - 70 = 15 and 90 - 65 = 25, so Class B's scores are more spread out. 1 Heights of Plants (cm) Morning Afternoon 1416182022242628 Greater IQR: 2 Test Scores Store X Store Y 4681012141618 Greater IQR: 3 Heights of Plants (cm) Class A Class B 0246810121416 Greater IQR: 4 Test Scores Morning Afternoon 1416182022242628 Greater IQR: 5 Miles Biked per Week Team 1 Team 2 02468101214 Greater IQR: 6 Miles Biked per Week Morning Afternoon 810121416182022 Greater IQR: Daniel Math Academy \cdot danielmath.com Worksheet # 6ng7yiu \cdot Page 1 / 2 Daniel Math Academy \cdot Grade 8 Math Answer Key N.2 Compare Box Plots \cdot ★★☆ Medium 1 Afternoon 2 Store Y 3 Class A 4 Afternoon 5 Team 2 6 Morning Daniel Math Academy \cdot danielmath.com Worksheet # 6ng7yiu \cdot Answer Key \cdot Page 2 / 2

N. Box plots & outliers3 skills