Probability of Simple and Compound Events - Task Cards - PDF & Digital

Printable PDF, Google Forms & Easel by TPT Versions are included in this distance learning ready activity which consists of a set of 24 Task Cards (with & without QR Codes) to help strengthen students’ skills in calculating both experimental and theoretical probability of both simple and compound events.

Distance learning?

• No problem! This activity now includes a Google Forms digital option!
• Explore the ⌨ Distance Learning in my store for more digital resources

Three Forms of Use Included

1. Printable PDF
2. Google Forms
3. Easel by TPT

Please view the preview to help decide if this product is right for your classroom.

Skills Covered

• Theoretical Probability of Simple & Compound Events

• Experimental Probability of Simple & Compound Events

What's Included

• 24 Task Cards (with & without QR codes)

• Student Response Sheet

• Answer Key

4 Printable Versions

The Task Cards come in the following varieties for a total of 4 different options.

• Color with QR Codes

• Color without QR Codes

• Black & White with QR Codes

• Black & White without QR Codes

With & Without QR Codes

You have the option to use this product with or without QR Codes.

• QR Code readers can be found for free in both the Apple & Android app store.

• QR Codes do not require data or internet access for students to use them.

Related Resources

Simple Probability Maze - with Spinners

Compound Probability Maze - with Spinners

TEKS Covered

This product is not Texas specific but if you Teach in Texas it covers the following TEKS:

7.6A Represent sample spaces for simple and compound events using lists and tree diagrams

7.6C Make predictions and determine solutions using experimental data for simple and compound events

7.6D Make predictions and determine solutions using theoretical probability for simple and compound events

7.6E Find the probabilities of a simple event and its complement and describe the relationship between the two

7.6I Determine experimental and theoretical probabilities related to simple and compound events using data and sample spaces

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