Display Data: Box Plots
Name Period
Objectives / Objetivos
Content Objective: I can make and read a box plot to summarize a data set.
Language Objective: I can explain my box plot using the words box plot, median, quartile, and interquartile range.
Key Idea / Idea clave
The box always holds the middle 50% of the data, and the line inside the box is the median.
I Notice / Observo
- What are the lowest and highest scores?
- What score is in the middle of the data?
I Wonder / Me pregunto
- How can you show the spread of all this data in one picture?
Vocabulary / Vocabulario
| Term / Término | Definition / Definición |
|---|---|
| Box Plot Diagrama de caja | A graph that shows how data is spread using five key numbers. Una gráfica que muestra cómo se reparten los datos con cinco números clave. |
| Median Mediana | The middle number when you put them in order. El número del medio cuando los pones en orden. |
| Quartile Cuartil | Numbers that split the data into four equal parts. Números que dividen los datos en cuatro partes iguales. |
| Interquartile Range Rango intercuartílico | The spread of the middle half of the data (Q3 − Q1). La extensión de la mitad central de los datos (Q3 − Q1). |
| Data distribution Distribución de datos | How the data looks: where it sits and how spread out it is. Cómo se ven los datos: dónde están y qué tan separados están. |
| Variability Variabilidad | How spread out the numbers are. Qué tan separados están los números. |
Practice Preview / Vista previa de práctica
- A box plot shows: Min = 10, Q1 = 15, Median = 20, Q3 = 28, Max = 35. What is the interquartile range (IQR)?
- 13
- 25
- 10
- 20
- Problem 2
- Match each box plot term to its meaning.
- Find the Box Plot Error
- Step 1: Data — 3, 7, 9, 12, 15, 18, 21
- Step 2: Min and Max — Min = 3, Max = 21
- Step 3: Median — Middle value = 12 ✓
- Step 4: Q1 and Q3 — Q1 = 9, Q3 = 18
Which step has the mistake? Explain it and write the correct work.
Reflection / Reflexión
One thing I learned today / Una cosa que aprendí hoy: