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Looking for our Data Literacy materials? You can choose from the Pyret or CODAP version of these materials.

Algebra 2 teachers looking to integrate only the non-linear modeling content into their classes will want our Algebra 2 materials.

Lesson Plans

Computing Needs All Voices

Students learn about a diverse group of programmers through a short film and a gallery walk of our Pioneers in Computing and Mathematics poster series, then consider the problem solving advantages that diverse teams foster.

Ethics, Privacy, and Bias

Students consider ethical issues and privacy in the context of data science.

Introduction to Data Science

Students learn about Categorical and Quantitative data, are introduced to Tables by way of the Animals Dataset, and consider what questions can and cannot be answered with available data.

Simple Data Types

Students begin to program, exploring how Numbers, Strings, Booleans and operations on those data types work in Pyret. Booleans offer an excellent opportunity for students to explore the meaning and real-world uses of inequalities.

Contracts for Strings and Images

Students encounter a useful representation of functions called a "Contract", which specifies the Name, Domain and Range of a function. Students learn how useful this representation is when trying to apply Functions in the programming environment, using image-producing functions to provide an engaging context for this exploration.

Project: Create Your Own Logo

Students use functions that produce and transform images to create their own personal logo.

Contracts for Tables and Rows

Students learn about functions for sorting and counting data in tables, as well as extracting rows.

Contracts for Data Visualization

Students learn about functions that create data visualizations.

Bar and Pie Charts

Students use data visualizations like bar and pie charts to create 1- and 2-level groupings to visualize the distribution of categorical data. This lesson optionally includes Project: Make an Infographic🎨 .

Dot Plots

Students create and interpret dot plots, considering the distribution and typicality of the data. Students define variability multiple ways, and then describe different levels of variability that they observe on dot plots.

From Dot Plots to Histograms

Students compare and contrast dot plots and histograms. Students learn to create histograms by hand and in Pyret.

Histograms: Visualizing "Shape"

Students practice reading and describing histograms, using new vocabulary to describe histogram shape.

Data Collection

Students learn about the importance of careful data collection, by confronting a "dirty" dataset. They then design a simple survey of their own, gather their data, and import it into Pyret. This lesson optionally includes Project: Design a Survey🎨.

Probability, Inference, and Sample Size

Students explore sampling and probability as a mechanism for detecting patterns. After exploring this in a binary system (flipping a coin), they consider the role of sampling as it applies to relationships in a dataset.

The Data Cycle

Students are introduced to the Data Cycle, a four-step scaffold for answering questions from a dataset…​and then generating the next question! Students learn to identify - and ask - statistical questions, by comparing and contrasting them with other kinds of questions. This lesson optionally includes Project: Snack Habits🎨.

Project: Dataset Exploration

Students choose a real world dataset that is interesting to them and practice making and interpreting a range of visualizations using that dataset. This project spans up to nine of our Data Science lessons, each of which includes an optional section with project-specific directions. We have built a Library of Datasets to support this project.

Choosing Your Dataset

Students practice making a variety of chart types and then begin to investigate a real world dataset, which they will continue to work with for the remainder of the course.

Scatter Plots

Students investigate scatter plots as a method of visualizing the relationship between two quantitative variables. In the programming environment, points on the scatter plot can be labelled with a third variable!

Functions Make Life Easier!

Students discover that they can make their own functions.

Functions: Contracts, Examples & Definitions

Students learn to connect function descriptions across three representations: Contracts (a mapping between Domain and Range), Examples (a list of discrete inputs and outputs), and Definitions (symbolic). This lesson optionally includes Project: Create Your Own Function🎨.

Functions with Lookups

Students review how to extract individual Rows from a table, then learn how to answer lookup questions by extracting a single value from a Row.

Filtering and Building

Students learn how row-consuming functions can be used to filter rows or build columns. This lesson optionally includes Project: Stress or Chill🎨.

Writing Functions with the Design Recipe

Students use the Design Recipe to define functions that consume rows, developing a structured approach to answering questions by transforming tables.

Advanced Data Visualizations

Defining functions allows data scientists to create advanced data visualizations, which expose deeper insight into a dataset. This motivates students to define their own functions and deepen their analysis. This lesson optionally includes Project: Beautiful Data🎨 .

Composing Table Operations

Students learn how to compose functions that operate on tables.

Grouped Samples

Students practice creating grouped samples (non-random subsets) and think about why it might sometimes be useful to answer questions about a dataset through the lens of one group or another.

Measures of Center

Students are introduced to mean, median and mode(s) and consider which of these measures of center best describes various quantitative data.

Histograms: Interpreting "Shape"

Students explore how their understanding of histogram "shape" can help them to interpret data.

Introduction to Box Plots

Students compute five-number summaries from quantitative datasets, and then use those five-number summaries to create box plots.

Box Plots: Interpreting Spread

Students learn to use box plots to describe the spread of a quantitative column, and then deepen their perspective on shape by matching box plots to histograms.

Standard Deviation

Students learn how standard deviation serves as Data Scientists' most common measure of "spread": how far all the values in a dataset tend to be from their mean. When we looked at box plots, we visualized spread based on range and interquartile range. Now we’ll return to histograms and picture the spread in terms of standard deviation.

Fitting Models

Students learn how to fit a linear model to a scatter plot, using the S-value (Standard Deviation of Residuals) of model fitness.

Correlations

Students deepen their understanding of scatter plots, learning to describe and interpret direction and strength of linear relationships.

Linear Regression

Students compute the β€œline of best fit” using the function for linear regression, and summarize linear relationships in a dataset.

Checking Your Work

Students consider the concept of trust and testing — how do we know if a particular analysis is trustworthy?

Threats to Validity

Students consider possible threats to the validity of their analysis. This lesson optionally includes the Project: When Data Science Goes Bad🎨.

Project: Research Capstone

This project can be used as a capstone for Bootstrap: Data Science. It is designed to give students a deep dive into a dataset and use everything they’ve learned throughout the course, not only about making and interpreting visualizations, but about the practice of refining our questions through the Data Cycle and deciding which visualizations are most useful in telling the data’s story. This project is an extension of the Project: Dataset Exploration.

What about Non-linear Models and Algebra 2?

There’s no reason the modeling work introduced in this pathway has to stop at line of best fit! Our Algebra 2 materials extend into quadratic, exponential, logarithmic, and periodic models - all using inquiries into real data as a foundation for the non-linear content! We especially recommend this extension for Data Science teachers looking to count their course as an alternative to Algebra 2.

Student Workbooks

Sometimes, the best place for students to get real thinking done is away from the keyboard! Our lesson plans are tightly integrated with a detailed Student Workbook, allowing for paper-and-pencil practice and activities that don’t require a computer. That’s why we provide a free PDF of the core workbook, as well as a link to the book with every optional exercise included.

Of course, we understand that printing them yourself can be expensive! Click here to purchase beautifully-bound copies of the student workbook from Lulu.com.

Other Resources

Of course, there’s more to a curriculum than software and lesson plans! We also provide a number of resources to educators, including standards alignment, a complete student workbook, an answer key for the programming exercises and a forum where they can ask questions and share ideas.

These materials were developed partly through support of the National Science Foundation, (awards 1042210, 1535276, 1648684, 1738598, 2031479, and 1501927). CCbadge Bootstrap by the Bootstrap Community is licensed under a Creative Commons 4.0 Unported License. This license does not grant permission to run training or professional development. Offering training or professional development with materials substantially derived from Bootstrap must be approved in writing by a Bootstrap Director. Permissions beyond the scope of this license, such as to run training, may be available by contacting contact@BootstrapWorld.org.