Start by drawing a circle with a compass, and then measure the angles with a protractor to make sure we get them right. In two sizes, pdf and ppt. Read each question carefully before you begin answering it. JustMaths GCSE Questions; GCSE Maths Specification ... pie charts and pictograms for categorical data, vertical line charts for ungrouped discrete numerical data, tables and line graphs for time series data and know their ... answers are also provided. Doing this, we get, probability of picking someone with 1 bathroom =\dfrac{100}{360}=\dfrac{5}{18}. Mark, with the letter, the probabilities of each of the following on the scale below. Next Stem and Leaf Practice Questions. registered in England (Company No 02017289) with its registered office at 26 Red Lion Scientific calculator, which you are expected to use when appropriate . Grade 3 . ... Pie chart . Note: Knowing how to use a compass and protractor will come in handy for other topics and will save time in the exam so make sure you get plenty of practise. Primary Study Cards. Check your answers seem right. When is using a pie chart appropriate? Since we know that there are 360\degree in a circle, then the proportion of the time that Oliver spends playing golf can be expressed as follows: We can therefore calculate the amount of time he playing golf as follows: \dfrac{60}{360}\times12\text{ hours} = 2 \text{ hours}. GCSE Revision Cards. \text{‘Red’ angle }=\dfrac{10}{60}\times 360=60\degree, \text{‘Blue’ angle }=\dfrac{13}{60}\times 360=78\degree, \text{‘Green’ angle }=\dfrac{24}{60}\times 360=144\degree, \text{‘Yellow’ angle }=\dfrac{5}{60}\times 360=30\degree, \text{‘Other’ angle }=\dfrac{8}{60}\times 360=48\degree. There are only six types of acids that are available in these laboratories. How many yellow cars passed under the bridge? Answer the questions on the basis of the information given below. Flavour Number of children Angle of sector How many students wore a red jumper? â¢ Do all rough work in this book. Preview. GCSE (1 â 9) Pie Charts Name: _____ Instructions â¢ Use black ink or ball-point pen. Click here for Answers . a) What number of bathrooms was most common in this survey? The pie chart below shows the percentages of each continent. Their ... GCSE Exam Questions on Pie Charts (Grade D) 1. A pie chart is a chart represented by a circle. Pie Charts Practice Tests: Aptitude pie charts multiple choice objective type questions and answers with solutions for bank exams IBPS, SBI, RRB, SSC, UPSC and all competitive exams in India - 1 To calculate the angle, we use the following formula: \textcolor{black}{\text{angle }}=\dfrac{\textcolor{black}{\text{number of things in that category}}}{\textcolor{black}{\text{total number of things}}}\times \textcolor{black}{360\degree}. Previous Line Graphs Practice Questions. come with answers. Drawing the circle with a compass, and measuring the angles with a protractor, we should have a pie chart like the one shown below: Question 3: The below pie chart shows the colours of cars that passed underneath a bridge during a one-hour period. Author: Created by goteachmaths. (4) 2. They do not show changes over time. Tes Global Ltd is Statistics â F â Pie Charts v3 Statistics â F â Pie Charts v3 â SOLUTIONS Understanding the following topics will help with bar graph questions: In a school, there are four chemical laboratories namely Lab 1, Lab 2, Lab 3 and Lab 4. Study the chart and answer the following questions if the total monthly income of the family is Rs. 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}. Square Draw an accurate pie chart to show this information. Next Reading Pie Charts Practice Questions. The pie chart and table show some information about their answers. The number of yellow cars is represented by an angle of 60 degrees. Bar Charts. Pie-Charts---Higher---GCSE-Questions---AQA-Standard, Pie-Charts---Higher---GCSE-Questions---AQA, Pie-Charts---Higher---GCSE-Questions---AQA-Small. A bar graph (or bar chart) is a way of displaying data, typically data split into categories, using bars of different heights.Bar graphs are not the same thing as histograms, and you should make sure to leave gaps between the bars when drawing your bar graph so it doesnât look like a histogram. Cloned/Copied questions from previous 9-1 AQA GCSE exams. The fractions can be worked out from the angles at the centre of the chart. GCSE Exam Questions on Pie Charts (Grade D) 1. Always show your workings Revision for this topic. Previous Drawing Pie Charts Practice Questions. 1. Since we know that there are 360\degree in a circle, then the proportion of the time that Oliver spends playing golf can be expressed as follows: DIRECTIONS for questions 4 to 6 : Refer to the bar charts given below and answer the questions that follow. interpreting. A GCSE Maths Worksheet covering Pie Charts. Bar line chart : â¦ www.justmaths.co.uk Charts & Diagrams (F) - Version 3 January 2016 Charts & Diagrams (F) A collection of 9-1 Maths GCSE Sample and Specimen questions from AQA, OCR, Pearson-Edexcel and WJEC Eduqas. We have free practice questions on Pie Charts that are frequently asked in previous papers. Suitable for all the big examination boards including AQA, Edexcel, OCR and WJEC. 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. Therefore, one quarter of the class wore a red jumper on this non-uniform day: 32\text{ students}\div4 = 8\text{ students}. 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