Description
This ready-to-print lesson on conditional probability and two-way tables covers analyzing frequency tables to calculate probabilities including conditional probability and determining independence.
What's Included
✓ Guided notes with organized key concepts and guided practice for scaffolded learning
✓ Notes video (streaming and download) perfect for confident instruction, absent students, or flipped classrooms
✓ Practice A & B in two comparable forms for homework/classwork flexibility
✓ Exit ticket and warm-up for quick formative assessment and next-day review
Learning Objective
Students will:
- analyze two-way tables and use data and relative frequencies to calculate probability, including conditional probability
- apply the formula P(A and B) = P(A) ⋅ P(B|A)
- determine whether two events are independent
- describe the meaning of conditional probability in applied contexts
Primary Standards Addressed
G.13C, G.13D, G.13E from Texas Essential Knowledge and Skills for Geometry (TEKS)
HSS-CP.A.3, HSS-CP.A.4, HSS-CP.A.5, HSS-CP.B.6, HSS-CP.B.8 from Common Core State Standards (CCSS)
Resource Details
This resource is in PDF format. Check out the preview for a detailed look!
Lesson Notes - 2 pages + key
Notes Video - Streaming and download links
Practice A - 2 pages + key
Practice B - 2 pages + key
Exit Ticket (4 per page printable) - 1 page + key
Warm-Up (4 per page printable) - 1 page + key
Exit Ticket (Display) - 1 page
Warm-Up (Display) - 1 page
⭐️ Bundle & save for a discount ⭐️
Purchase the Probability - Geometry Unit 11 to get this lesson plus...
- a total of 4 lessons with notes, practice, exit tickets, and warmups
- a unit review and editable unit test
- concept organizers
Having difficulty with a file?
Visit the FAQs section, submit a help ticket, or email allison@mathbeach.com before leaving feedback.
Copyright © Math Beach Solutions LLC.
Permission to copy for single classroom use only.
Please purchase additional licenses if you intend to share this product.
Conditional Probability and Two-Way Tables | Notes | Practice | Video
Highlights
Description
This ready-to-print lesson on conditional probability and two-way tables covers analyzing frequency tables to calculate probabilities including conditional probability and determining independence.
What's Included
✓ Guided notes with organized key concepts and guided practice for scaffolded learning
✓ Notes video (streaming and download) perfect for confident instruction, absent students, or flipped classrooms
✓ Practice A & B in two comparable forms for homework/classwork flexibility
✓ Exit ticket and warm-up for quick formative assessment and next-day review
Learning Objective
Students will:
- analyze two-way tables and use data and relative frequencies to calculate probability, including conditional probability
- apply the formula P(A and B) = P(A) ⋅ P(B|A)
- determine whether two events are independent
- describe the meaning of conditional probability in applied contexts
Primary Standards Addressed
G.13C, G.13D, G.13E from Texas Essential Knowledge and Skills for Geometry (TEKS)
HSS-CP.A.3, HSS-CP.A.4, HSS-CP.A.5, HSS-CP.B.6, HSS-CP.B.8 from Common Core State Standards (CCSS)
Resource Details
This resource is in PDF format. Check out the preview for a detailed look!
Lesson Notes - 2 pages + key
Notes Video - Streaming and download links
Practice A - 2 pages + key
Practice B - 2 pages + key
Exit Ticket (4 per page printable) - 1 page + key
Warm-Up (4 per page printable) - 1 page + key
Exit Ticket (Display) - 1 page
Warm-Up (Display) - 1 page
⭐️ Bundle & save for a discount ⭐️
Purchase the Probability - Geometry Unit 11 to get this lesson plus...
- a total of 4 lessons with notes, practice, exit tickets, and warmups
- a unit review and editable unit test
- concept organizers
Having difficulty with a file?
Visit the FAQs section, submit a help ticket, or email allison@mathbeach.com before leaving feedback.
Copyright © Math Beach Solutions LLC.
Permission to copy for single classroom use only.
Please purchase additional licenses if you intend to share this product.




