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Nine Math Worksheets for Secondary

Time saving resource for teachers. I have compiled 9 worksheets for secondary . Prepare your students to review and practice.

Probability tree generator

A dynamic and interactive probability tree structure generator. Generate questions and create the corresponding tree so students can practice interpreting questions. This is a geogebra applet so you need the application installed or I could email you the link so you can use within a web browser.

Functional skills of GCSE maths scattergraphs workbook

Workbook to cover many aspects of scatter graphs.

Blank Pie Charts or Fraction Circles

Blank circles split into six/eight or ten and blank circles with a line to be used as pie charts. Can also be used for fraction circles for weak learners. 6 per page to save on printing!

AVERAGES - Price of Football: Full results 2017

Some great, up-to-date, resources for teachers teaching #Maths or #Numeracy. The annual BBC Price of Football study is the biggest of its type in Europe, gathering season and match day ticket prices from clubs across 13 divisions in England, Scotland, Wales and Northern Ireland, as well as some of the biggest leagues on the continent. This year we have analysed over 2000 ticket prices in 10 categories: cheapest and most expensive match day ticket cheapest away ticket and most expensive away ticket cheapest season ticket and most expensive season ticket young adult season ticket and match day prices. The study also looks at how much clubs in the UK charge for pies, programmes, shirts and a cup of tea.

OCR Maths: Higher GCSE - Section Check In Test 12 Statistics

&quot;A 20 question test on 'Statistics' in Higher GCSE Maths, comprising: 10 questions on procedural calculations; 5 questions on reasoning and communicating mathematically; and 5 problem solving questions. This resource is ideal for either formative or summative assessment and can be used in lesson time as a half term assessment, a homework or for revision. The topics covered correspond to the first three columns of subject content from section 1 of the OCR GCSE (9-1) Mathematics specification J560. 12.01 - Sampling: Populations and samples 12.02 - Interpreting and representing data: Categorical and numerical data; Grouped data 12.03 - Analysing data: Summary statistics; Misrepresenting data; Bivariate data; Outliers Further details and other resource ideas can be found by visiting http://www.ocr.org.uk/qualifications/gcse-mathematics-j560-from-2015/.&quot;

OCR Maths: Foundation GCSE - Section Check In Test 12 Statistics

&quot;A 20 question test on 'Statistics' in Foundation GCSE Maths, comprising: 10 questions on procedural calculations; 5 questions on reasoning and communicating mathematically; and 5 problem solving questions. This resource is ideal for either formative or summative assessment and can be used in lesson time as a half term assessment, a homework or for revision. The topics covered correspond to the first two columns of subject content from section 1 of the OCR GCSE (9-1) Mathematics specification J560. 12.01 - Sampling: Populations and samples 12.02 - Interpreting and representing data: Categorical and numerical data 12.03 - Analysing data: Summary statistics; Misrepresenting data; Bivariate data; Outliers Further details and other resource ideas can be found by visiting http://www.ocr.org.uk/qualifications/gcse-mathematics-j560-from-2015/.&quot;

Drawing Pie Charts

A powerpoint and worksheet aimed at teaching pupils how to draw a pie chart by first finding the ratio and then finding each angle. Can work for both calculator and non calculator methods.

Scatter Diagrams - Knowledge Organiser

One A4 page Knowledge Organiser including Need-to-Know facts, Keywords, Exam Question, MathsWatch clip numbers, Worksheet links and Curriculum Flowchart. Aimed at KS4 students. Especially for schools who are using a knowledge based curriculum.

Mean Average from a Frequency Table

Students learn how to calculate the mean average of discrete data from a frequency table. As learning progresses they compare distributions using the mean, median, mode and range values. Differentiated Learning Objectives All students should be able to calculate the mean average from grouped data. Most students should be able to compare frequency tables through the use of the mean average. Some students should be able to calculate the mean from numerical data in a bar chart

Frequency Polygon & Cumulative Frequency Revision

This revision lesson reminds students how to draw both Frequency polygons and cumulative frequency curves. This is done through both worked examples and a few for them to have a go at before checking answers at the board. The lesson also reminds students how the median and Interquartile range are found from the cumulative frequency curve.

Calculating the mean from grouped frequency table - terminology and step by step example + exercises

This presentation takes learners through the process of calculating the mean from a frequency table, then a grouped frequency table. It introduces terminology like Mean and sigma. There are 6 questions (partially complete tables) for learners to try with solutions. Printable versions of these are at the end of the presentation.