This booklet covers the basic number skills that will allow pupils to gain a grade 1 in GCSE Foundation Maths. It includes examples, practise questions and Edxecel exam questions for pupils to work through.
It was created for EAL/SEN pupils whose understanding of English is not very good so will struggle with the worded questions. This booklet allows them to practise the core skills required in the first 10 questions that will enable them to obtain a grade in their maths GCSE.
Exam Questions and mark scheme on Histograms for Edexcel GCSE (9-1) Statistics.
All questions are from the Edexcel GCSE Statistics specification and include questions on calculating and using frequency density to draw and complete histograms, and interpet and compare data sets used in histograms.
Exam Questions and mark scheme on Skewness for Edexcel GCSE (9-1) Statistics.
All questions are from the Edexcel GCSE Statistics specification and include questions on determining skewness from data by inspection and calculation as well as interpreting a distribution of data in terms of skewness.
Exam Questions and mark scheme on Questionnaires for Edexcel GCSE (9-1) Statistics.
All questions are from the Edexcel GCSE Statistics specification and include questions on commenting on the suitability of questions, designing questions, knowing the advantages of a pilot survey and using the random response method for sensitive questions.
Exam Questions and mark scheme on Scatter Diagrams for Edexcel GCSE (9-1) Statistics.
All questions are from the Edexcel GCSE Statistics specification and include questions on correlation, line of best fit, mean points and equation of regression line.
Exam Questions and mark scheme on Cumulative Frequency for Edexcel GCSE (9-1) Statistics.
All questions are from the Edexcel GCSE Statistics specification and include CF Step Polygons for discrete data and CF Curves for continuous data.
Exam Questions and mark scheme on Venn Diagrams for Edexcel GCSE (9-1) Statistics.
All questions are from the Edexcel GCSE Statistics specification and include questions on completing Venn diagrams, estimating probabilities from Venn diagrams, assessing deductions from a Venn diagram and conditional probability.