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Creating Dot Plots and Histograms: 6th Grade Statistics and Graphing

A five-step statistics project has students write their own survey question, collect real responses from 20 people, and chart the results as both a dot plot and a histogram.
Grades
Grades 6–8, Middle School
Pages
5
File type
PDF
Preparation
Print ready

Updated Dec 27, 2023

Subject
Math, Graphing, Statistics
Topic
graphing, statistics
Resource types
Activities
Preparation
Print ready

About this resource

What's inside this resource

Here's a ready to go activity for students in 6th grade math class. They will collect numerical data and create their own dot plots and histograms to display their findings! This gives them a sense of ownership over their learning, and it is a great way to assess their skills!

Student Instructions:

Step 1: Think of a question with 6-8 numerical answer options. For example: ‘How many siblings do you have’ could include the answers 0, 1, 2, 3, 4, 5+

‘How long does it take you to get to school’ could include 0-10 mins, 10-20 mins, 20-30 mins, 30-40 mins, 40-50 mins, 50-60 mins, and 1hr+

Step 2: Survey at least 20 people. Record each answer with a tally mark in the right column.

Step 3: Turn your data set into a dot plot (using the provided template).

Step 4: Turn your data set into a histogram (using the provided template).

Step 5: Reflect on the process by answering discussion questions and self-assessing your skills.

Grades to Use With:

This activity is designed to target Common Core Grade 6 Math Statistics Standards, but it could also be used for enrichment in Grade 5, review in Grades 7 or 8, or in high school special education classes.

What's Included:

5 Page PDF: Title Page

Survey Data Collection Page

Dot Plot Template

Histogram Template

Reflection and Self-Assessment

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In the classroom

Teaching tips & learning objectives

Learning objectives

  • Generate an original statistical survey question with 6-8 numerical answer options.

  • Collect and tally data from at least 20 survey respondents.

  • Construct a dot plot from collected data with correctly labeled axes and a title.

  • Construct a histogram from collected data with correctly labeled axes and a title.

  • Compare dot plots and histograms and reflect on which chart type is easier to read.

Teaching tips

  • Review the two worked question examples (number of siblings, commute time) before students design their own, to model a valid 6-8-option numerical question.

  • Set aside class time or a homework window for the 20-person survey step, since it requires gathering data outside the worksheet itself.

  • Use the built-in self-assessment rubric as a quick formative check on which of the four project skills need reteaching.

Skills covered

  • Statistical question design — students write their own survey question with 6-8 numerical answer options, modeled on two worked examples.

  • Data collection and tallying — students survey at least 20 people and record responses in a tally chart.

  • Dot plot construction — students plot data points above labeled x-axis categories on a pre-scaled y-axis.

  • Histogram construction — students shade bars by frequency above labeled x-axis categories on a pre-scaled y-axis.

  • Self-reflection and self-assessment — students compare chart types and rate their own mastery on a 5-point rubric across 4 skills.

Good to know

Questions teachers ask about this resource

Does the worksheet supply the survey question, or do students create their own?

Students create their own — two worked examples (number of siblings, commute time) model how to write a valid question with 6-8 numerical answer options, and the actual question line is left blank for the student to fill in.

Are the dot plot and histogram grids pre-drawn?

Yes — both step 3 and step 4 provide a labeled y-axis scale from 1 to 11 and blank x-axis boxes, so students only need to add their own category labels and plot their data.

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Curriculum

Standards, concepts & topics

Standards

  • 6.SP.B.4 — Display numerical data in plots on a number line, including dot plots, histograms, and box plots.
  • 6.SP.A.1 — Recognize a statistical question as one that anticipates variability in the data related to the question and accounts for it in the answers. For example, “How old am I?” is not a statistical question, but “How old are the students in my school?” is a statistical question because one anticipates variability in students’ ages.

Core concepts

  • dot plots

  • histograms

  • data collection

  • statistical questions

  • self-assessment

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