London WC1R 4HQ. C: The student travels to school by train. Pie chartsThe whole key to pie charts is that they are made up of 3600 (although some pie chart scales are split into 100 so you can use percentages). Check your answers seem right. Since the pie chart is a full circle (360\degree), then the slice of the pie chart can be calculated as follows: \dfrac{2}{9} \times 360\degree = 80\degree. In two sizes, pdf and ppt. Trigonometry Questions, Revision and Worksheets. Standard. Creating a pie chart is relatively simple. How can I re-use this? • Answer all questions. PLEASE NOTE: This navigation system is still under development. GCSE Exam Questions on Pie Charts (Grade D) 1. Pie charts. Curriculum topic: Statistics. Created: Nov 14, 2019. Report a problem. His results are shown in the table below. The first one has been done or f you. Worksheets & Exam Questions. Noelle asks her friends how many holidays they had last year. View US version. GCSE Maths Home Skip to Revise. Question 2: John recorded the grades his class received on a piece of homework in the table shown below: Draw a pie chart to represent John’s data. Must Practice 11 Plus (11+) Pie Chart Past Paper Questions. PDF. Draw and label a pie chart to represent this data. KS2 SATS QUESTIONS; GCSE REVISION SHEETS; GCSE QUESTIONS BY TOPIC; PAST PAPER SOLUTIONS; STANDARD CHARTS AND GRAPHS. They are a good thing to use when the data is separated into categories. Contents. Drawing a pie chart Taken from Pearson GCSE Maths Foundation: In questions asking students to interpret a pie chart, ask for the fraction or percentage who learn French, not ‘the proportion’ who learn French. This resource is designed for UK teachers. I will be working hard over the next couple of weeks to upload relevant resources and activate these links. Using the pie chart formula, \textcolor{black}{\text{number of things in category}}= \textcolor{black}{\dfrac{\text{angle}}{360\degree}} \times \textcolor{black}{\text{total number of things}}, Number of people with 1 bathroom =\dfrac{100}{360}\times 90=25, c) To find the probability of randomly picking someone with 1 bathroom, we just find the proportion of people with 1 bathroom as a fraction of the total. The 'others' section usually goes last (coming up to 12 o'clock). Geometric Sequences - Higher GCSE Questions, Ratio - Foundation & Higher GCSE Questions, Estimating Area Under a Curve - Higher GCSE Questions, GCSE calculator techniques for CASIO fx-83GT fx-85GT CLASSWIZ (pdf), Edexcel GCSE Foundation Unit 3 - Graphs, Tables & Charts, Year 6 Maths Consolidation Pack - Summer Term - White Rose Maths' Resources. This means that most of the links on this page are not yet active. A survey was done asking 90 people how many bathrooms were in their home. We know that in a circle there is a total of 360\degree, thus the proportion of yellow cars can be expressed as the following fraction: If \frac{60}{360} of the total number of cars were yellow, then the number of yellow cars can be calculated as follows: \dfrac{60}{360}\times 510\text{ cars} = 85\text{ yellow cars}. The first thing we need to work out in this question is the amount of time that Oliver spends playing golf. a) What number of bathrooms was most common in this survey? Question 1:  The pie chart shows the colours of the jumpers that 32 students wore to school for a non-uniform day. Mark, with the letter, the probabilities of each of the following on the scale below. come with answers. Previous topic GCSE Maths Home Search GCSE Maths Topics. Preview and details Files included (3) pdf, 600 KB. Exam Style Questions Ensure you have: Pencil, pen, ruler, protractor, pair of compasses and eraser You may use tracing paper if needed Guidance 1. 2. The number of yellow cars is represented by an angle of 60 degrees. NB – a ‘slice’ of a pie is a sector, not a segment.

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