A selection of 8 starters on probability related to real life which are suitable for KS3 and GCSE students. The starters encourage students to think laterally, being similar to brainteasers. Topics covered include: experimental probability, listing outcomes, sample space diagrams, relative frequency, tree diagrams, probability scales and permutations/combinations.
Each starter begins with a problem or statement which the children must decide is true or false through investigation, giving reasons why this is the case. This exercise would be perfect for encouraging discussions as students may present a wide variety of explanations.
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A bundle is a package of resources grouped together to teach a particular topic, or a series of lessons, in one place.
GCSE Maths (Foundation and Higher) Ultimate Resource Pack
This bundle is extremely comprehensive and great value, containing 20 resources which can be used in the teaching and revision of GCSE Maths (Foundation and Higher). It contains banks of starter and exam questions, whole lessons on topics such as Relative Frequency, Area and Perimeter of 2-D Shapes and Constructing and Solving Linear Equations. This is supplemented by a range of tests and worksheets, in addition to a set of thought-provoking investigations for students on topics such as Areas of Triangles and Probability. It's rounded off by a useful subject self-audit for student and qualified teachers to examine and assess their subject content knowledge.
GCSE Maths Starters Pack
This pack includes resources which are ideal to use at the start of lesson to get pupils engaged and motivated. In the pack is a simple addition starter which is great for group-working, a set of 8 thought-provoking probability starters (covering the topics of tree diagrams, sample space diagrams, probability scales, relative frequency and listing outcomes) to get students thinking in a different way and a set of questions which cover the essential skills pupils need at GCSE Maths: working with fractions, decimals and percentages, area and perimeter of 2-D shape and multiplication.
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