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Probability Trees – GCSE Maths Exam Questions (Foundation and Higher Tier)

GCSE Maths Probability Trees, including examples of both independent and dependent events exam question practice solutions from past papers and practice papers. This video is suitable for both foundation and higher tier students

Keywords: Probability tree, independent events, dependent events, mutually exclusive, combined probability, conditional probability

► Download the question worksheet here: https://mr.tompkins.online/exam-questions

Question list:

Cross-over Questions – Foundation and Higher Tier
0:00:58 Complete asymmetric probability tree
0:06:14 Complete probability tree – independent events
0:08:19 Critique a given probability tree diagram
0:11:42 Draw a tree diagram – dependent events
0:14:28 Complete probability tree – independent events
0:16:24 Complete probability tree – independent events
0:19:36 Draw a tree diagram – dependent events
0:23:05 Draw a tree diagram – dependent events
0:26:53 Draw a tree diagram – independent events
0:30:09 Complete probability tree – independent events

Higher Tier only questions
0:32:32 Draw a tree diagram with 3 branches – dependent events
0:38:36 Draw tree diagrams from a 2-way-table – independent and dependent events
0:45:00 Draw tree diagrams – independent and dependent events
0:49:35 Complete asymmetric probability tree
0:53:11 Draw probability tree from given ratios
0:57:29 Draw a tree diagram with 3 branches – dependent events
1:02:19 Draw a tree diagram for 3 dependent events
1:09:46 Alternative method to drawing tree diagrams

Find full walkthroughs for all your exam board’s past papers here:
https://mr.tompkins.online/aqa
https://mr.tompkins.online/edexcel
https://mr.tompkins.online/ocr

#MathsRulesFools #GCSEMaths
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The exam practice paper sets featured in this series of videos are owned and produced by http://www.ocr.org.uk and https://aqa.org.uk. I am using them here for instructional purposes.

The solutions to these practice papers are my own and have not been provided or approved by OCR or AQA. There may be other methods of solution possible than the ones I have shown here.
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