3-4 lessons. Includes recaps on: Finding probabilities, independent and mutually events, and sample space diagrams. The presentation features a step by step guide, worked examples and practice questions. Objectives: Use tree diagrams to calculate probabilities of a combination of events. (7) Use tree diagrams to calculate probabilities of conditional events. (8)

This complete lesson could be used at upper KS2, KS3 or even for revision for Foundation KS4 students. I have used this with both primary classes and lower ability secondary classes. The lesson covers the probability scale (likelihood and expressing probability as fractions) and provides students witha variety of different basic probability style questions.

Year 7 consists mainly of three sections: number, shape and data handling. This PowerPoint includes everything you need to teach this unit for up to 6 weeks! This topic covers a variety of skills essential for the year 7 syllabus, and is suitable and differentiated for everyone; for mainstream students and SEN students. Including key words, plenaries and learning objectives, this module covers: the language of probability outcomes probability calculations probability trees experimental probability comparing probability

I have made nineteen different lessons of the nineteen different topics which are covered under Pearson’s Edexcel GCSE Mathematics Higher. These lessons include: title date starter activities warm up/ recall questions learning goals key words contents points to note worked examples and guides With these slides, anyone can walk into a lesson and teach what needs to be taught without having to worry about planning out content Subtopics covered in this unit include: experimental probability combined events mutually exclusive events tree diagrams conditional probability venn diagrams revision

Level 5 introduction to probability and using the probability scale. Moves on to show how simple probability is calculated using a tube of Smarties. Class should be ready to access your worksheet of probability questions after viewing this. Please rate/comment/favourite if you download. All suggestions to improve are welcome! Dave

PROBABILITY - A step by step guide to ALL of the topics covered at Foundation level. I’ve shown examples of how to successfully answer each questions, followed by a typical GCSE exam question. Each topic could be used toteach your students in KS3, or as revision for your Year 11 students. All you will need to do is have some suitable worksheets at hand.

A comprehensive powerpoint that covers the topic of Probability: Conditional Probability Tree Diagrams. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for higher GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Conditional Probability Tree Diagrams Skill Questions: Complete Conditional Tree Diagram Find Probability (A and A) From Conditional Tree Diagram Find Probability (Different) From Conditional Tree Diagram Mastery Questions: Find Probability (Different) From Conditional Without Tree Diagram Conditional with 3 options

A comprehensive powerpoint that covers the topic of Probability: Conditional Probability Tree Diagrams. The Powerpoint models solutions to key questions in the topic, followed by questions for the students to do. The questions all have full working out and answers so students can identify where they have made mistakes. The powerpoint has skill and mastery questions so students can understand the basics whilst also mastering the topic. Suitable for foundation GCSE. The download includes the full powerpoint and you are free to adapt it to suit your needs. Topics included: Conditional Probability Tree Diagrams Skill Questions: Complete Conditional Tree Diagram Find Probability (A and A) From Conditional Tree Diagram Find Probability (Different) From Conditional Tree Diagram Mastery Question: Find Probability (Different) From Conditional Without Tree Diagram

I’ve used these very successfully with year 5 to introduce a practical application to probability. I recommend that you use coins, dice, dominos and playing cards during the lessons but they can be used just as easily without. You may also have a large dice, dominos or playing cards that you can use to introduce the 4 lessons, or to use with lower abilities. The tasks in order of complexity are; • Coin toss investigation, • Dice roll investigation, • Dominos investigation and • Playing cards investigation.

This resource is for KS4 students. It consists of a presentation, a worksheet and a couple of handouts. Worked solutions to all the questions on the worksheet are included in the presentation. The model for conditional probabilities are the balls in a bag type questions, where the first ball selected is not placed back in the bag. Students learn why the contents of the bag for the second selection depends on the outcome of the first. The different probabilities are then deduced. Student understanding is checked by a scaffolded activity that requires students to complete 3 tree diagrams. The use of tree diagrams to find the probability of two events is then explained. Student understanding is checked by mini white board work. Students then finish the lesson by completing a worksheet consisting of 2 questions with a tree diagram onto which the probabilities need to be added and 3 questions where students need to construct the tree diagrams from scratch.

Six lessons on Probability. Foundation tier. GCSE. All resources are attached in the Notebook file. Learning Objective 1: to be able to understand the probability scale and calculate total probability Learning Objective 2: to be able to write probabilities as fractions, percentages or decimals and calculate the probability of an event not happening Learning Objective 3: to be able to find the expected number of outcomes in an experiment Learning Objective 4: to be able to understand that relative frequency can be used to estimate probability Learning Objective 5: to be able to list outcomes systematically, and find their probabilities Learning Objective 6: to be able to complete probability tables, knowing that probabilities add to 1

A well thought out worksheet of very challenging questions that combine probability, ratio and algebra to stretch those students aiming for grades 8 and 9.   Includes conditional probability examples and those where a quadratic equation must be derived. Thorough, comprehensive, and carefully designed to boost confidence and grades. Answers included. Not completely convinced? Download a free preview of the sheet here. https://www.tes.com/teaching-resource/resource-12395470

I always thought this was a topic that textbooks cover poorly and so I wrote this set of questions a few years ago and have used them regularly ever since. Covering all the laws, including Addition law, Multiplication law, exhaustive and independent events and conditional probability too - but only the algebraic approach. This is a topic that many students find difficult and so I have included a factsheet too (also available free) I hope you find it as useful as I do. Answers are included Please leave feedback, particularly if you like my work - thank you.

A PowerPoint covering probability up to Higher GCSE level. Assumes that the basics have already been covered, but includes: - Venn diagrams and set notation - addition law - two-way tables - frequency trees and probability trees (both with and without replacement) - conditional probability using Venn diagrams and two-way tables - multiplication law for both independent and non-independent events. I’ve also included one Venn diagram problem (with solution) that involves solving a quadratic. There are a few signposts to exercises in the Elmwood “Higher GCSE Maths 4-9” text book but these are easily removed if not applicable to you. The latter section of the presentation consists of handout/worksheet versions of some of the slides. Update Jan 2018: small correction to set notation slide.

This pack covers everything you need to teach and enable your pupils to learn all of Unit 10 of the Higher GCSE specification (post 2017), entitled Probability. It covers in great and comprehensive detail the topics of Combined Events; Mutually Exclusive Events; Experimental Probability; Independent Events and Tree Diagrams; Conditional Probability; Venn Diagrams and Set Notation. Also included is a presentation and worksheet entitled GCSE Higher Probability Exam Questions (Levels 5 to 9). This pack contains both teaching resources and questions for pupils. There are in total, over 150 questions and worked examples in this pack, ALL that have the corresponding answers on PowerPoint. A significant number of the questions are challenging exam-based questions, designed to improve pupil understanding and exam-technique. This pack covers approximately 2-4 weeks-worth of study.

This resource has been designed for Entry Level 3 students working towards Functional Skills Maths qualifications at Level 1 (Edexcel-Pearson, NCFE, City and Guilds, AQA, Highfield Qualifications, NOCN, Open Awards). It contains a 30-page workbook on the statistics component - probability. The resource will help pupils to achieve these outcomes: place the likelihood of events on a probability scale from 0 (impossible) to 1 (certain) describe events using the terms - certain, likely, even chance, unlikely, impossible use equally likely outcomes to calculate the probabilities of simple events and express them as fractions in their simplest form The workbook includes 13 explanation pages, 13 worksheets, 3 progress checks and a certificate of achievement. It is provided in PDF and an editable PowerPoint version. It can be used for classwork, homework, revision or as an independent learning pack. Please note, the watermark on the preview images is not present on the resource itself. If you buy this resource and are pleased with your purchase I would be grateful if you could leave a review. In return, you can have a free resource up to the value of your purchased resource. Email inspireandeducate@aol.co.uk with your user name, the resource you have reviewed and the resource you would like for free. You may also be interested in: Probability - 80 Slide PowerPoint Lesson The editable PowerPoint clearly explains probability, the probability scale and how to calculate the probability of an event and to express it as a fraction in its simplest terms. Many opportunities are provided for students to practise this skill. The PowerPoint contains links to 2 videos on probability and example exam questions. It is ideal for introducing the probability component of the statistics specification and for revision purposes. Save money and buy both resources at a discounted rate: Probability- PowerPoint Lesson and Workbook The bundles below contain workbooks and PowerPoints that cover all outcomes at each level. Level 1 - Numbers and The Number System 10 Workbooks - 10 PowerPoints Level 1 - Measures, Shape, Space Bundle Entry 3 - 16 Workbooks - 16 PowerPoints Entry 2 - 13 Workbooks - 13 PowerPoints Entry 1 - 11 Workbooks - 11 PowerPoints Entry Level English Resources

Worksheet allowing students to practise marking probabilities on the probability scale. Scaffolded version also included for lower ability students. Opportunity for students to also write the fraction and worded probability of each event, to support them becoming fluent with the language of probability.

This resource includes: A PowerPoint that can be used with a class, A scaffolded student version of the PowerPoint with gaps for the students to fill in, A differentiated worksheet with answers included. This resource is suitable for Year 7, 8, 9 and 10 students and is linked to the Australian curriculum. This resource focuses on writing sample spaces from scenarios and answering basic probability questions by considering favourable and total outcomes.

Probability and Math Escape Room - Digital Escape Room - Looking in depth at probability - Digital Escape Room for Students KS4 or KS3 . Escape Room is fully editable so you can chose to adapt the vocabulary if you want. This lasts an hour or under depending on how quick students can solve each puzzle! Students love this style of lesson, great as an educational treat for your class to start the year and engage them in some fun problem solving. C8/ES/220 How can this resource be adapted for social distancing? Upload / send the sheets digitally so students who can work independently through them (don’t use the keys or PPT tracker if so) Could use as part of a Recovery Curriculum Set the 7 Puzzles for Homework Pairs instead of groups Product Contents: ☞ Escape Room Interactive Tracker PowerPoint - Keeps the competitive nature on display ☞ Escape Room Puzzle Keys (Six Sets for Six Teams) ☞ Escape Room Team sheet - Record codes, answers clues as they progress through the 7 rooms ☞ Escape Room Puzzles (7 Rooms = 7 Different styles of Puzzles) ☞ Teacher Answer Sheet - Quickly confirm to teams they have solved the puzzle correctly ☞ Teacher instructions of how to set up the escape room and what to print and top tips and shortcuts. ☞ Successful Escape Certificates for those that complete the entire challenge (There is a difficult bonus escape too :) for any quick teams ☞ The 7 Rooms each have a specific Puzzle that has been adapted to suit the topic of this Escape Room and is suitable for Maths Students You may also want to check out some of our popular selling MATHS resources for your students: ✰ Probability - Maths Escape room ✰ End of Term Maths Escape Room ✰ Algebra Escape Room ✰ Different Shapes - Escape Room ✰ Christmas Maths Escape Room ✰ Christmas Maths Bundle ✰ Sequence and Series Math Topic ✰ Numbers - Math Escape room ✰ Data and Statistics - Math Resource ✰ Careers in Maths ✰ Coordinate Geometry Resource