Set of worksheets aiming to help mastery of fractions. Objective: recognise and name the fraction ½ and ¼ 1. Keywords 2 and 3: Fluency 4.Reasoning 5. Misconceptions 6. Problem Solving and Application I use these with low ability secondary classes as worksheets. Can also be used with primary classes.

10 A3 posters displaying the different parts of a circle. 1. Radius 2. Diameter 3. Circumference 4. Arc 5. Tangent 6. Chord 7. Segment 8. Sector 9. Area of a Circle 10. Pi

Worksheet objective: Objective: use long division to divide numbers up to four digits by a one-digit number Contains 5 worksheets focusing on fluency, application, problem solving, reasoning and misconceptions. I use these sheets as starter activities to help with retention but can be used as a worksheet in class, bridging the gap or homework activity. Sheets in PDF.

4 homework sheets to accommodate the Edexcel 5 year SOW. Homework 1 - Tables, Pictograms and Bar Charts Homework Objectives: +Find information from tables and pictograms +Find information from bar charts +Display data using bar charts Homework 2 - Tally Charts and Grouped Data Homework Objectives: +Organise data using a tally chart +Understand and draw a grouped bar chart Homework 3 - Mode, modal class and median Homework Objectives: +Find the mode of a set of data +Find the modal class of a set of data +Find the median of a set of data Homework 4 - Range and Mean Homework Objectives: +Calculate the mean of a set of data +Find the range of a set of data +Compare data by using the mode, median, mean and range Each homework is two pages, with space to write answers and a box for teacher feedback.

A powerpoint focusing on mastering the area of triangles. Contains questioning on fluency, application, reasoning and problem solving. Worksheet on a seperate PDF file and included in the PowerPoint. Ideal for KS3 and foundation GCSE new specification.

A set of retention questions to help students retain their knowledge of certain topics. 5 worksheets in the pack. I use these daily as starters with my classes.

‘Worded questions about the maths’ is designed to enhance students’ mathematical literacy. This worksheet comprises five thought-provoking questions that encourage students to articulate their understanding of exponent rules through written responses. Each question is strategically crafted to prompt detailed explanations, fostering the development of clear and concise mathematical language. Through this exercise, students not only reinforce their grasp of fundamental exponent concepts but also refine their ability to communicate mathematical ideas effectively. By engaging with ‘worded questions about the maths’, students are not only honing their mathematical skills but also actively improving their literacy skills in the context of mathematical discourse. The emphasis on written explanations ensures that students can express mathematical concepts with clarity, contributing to a more comprehensive understanding of the objective and enhancing their overall mathematical literacy. Suggested answers are provided.

20 worksheets on multiplying integers. I print these off as A5 booklets and get students to complete them as starter activities to help them retain numeracy knowledge. Can easily be printed as a single sheet. PDF format 1st section - multiply TU x TU 2nd section - multiply HTU x TU 3rd section - multiply THTU x TU 4th section - multiply HTU x HTU Ideal for KS3 and KS4

Lesson focusing on rounding to a significant place. Differentiated and mastery questions included. Answers given.

‘Worded questions about the maths’ is designed to enhance students’ mathematical literacy. This worksheet comprises five thought-provoking questions that encourage students to articulate their understanding of exponent rules through written responses. Each question is strategically crafted to prompt detailed explanations, fostering the development of clear and concise mathematical language. Through this exercise, students not only reinforce their grasp of fundamental exponent concepts but also refine their ability to communicate mathematical ideas effectively. By engaging with ‘worded questions about the maths’, students are not only honing their mathematical skills but also actively improving their literacy skills in the context of mathematical discourse. The emphasis on written explanations ensures that students can express mathematical concepts with clarity, contributing to a more comprehensive understanding of the objective and enhancing their overall mathematical literacy. Suggested answers are provided.

‘Worded questions about the maths’ is designed to enhance students’ mathematical literacy. This worksheet comprises five thought-provoking questions that encourage students to articulate their understanding of exponent rules through written responses. Each question is strategically crafted to prompt detailed explanations, fostering the development of clear and concise mathematical language. Through this exercise, students not only reinforce their grasp of fundamental exponent concepts but also refine their ability to communicate mathematical ideas effectively. By engaging with ‘worded questions about the maths’, students are not only honing their mathematical skills but also actively improving their literacy skills in the context of mathematical discourse. The emphasis on written explanations ensures that students can express mathematical concepts with clarity, contributing to a more comprehensive understanding of the objective and enhancing their overall mathematical literacy. Suggested answers are provided.

A resource to help students retain their knowledge. I use these as starters over a time period to ensure students remember the skills required to answer the question. Any questions, please send me a message.

This comprehensive worksheet is designed to engage A Level Maths students in meaningful discussions and written analyses centered around measures of location, specifically focusing on the median, quartiles, and percentiles. The first section comprises ten multiple-choice questions that test students’ understanding of fundamental concepts such as the median, lower and upper quartiles, and their applications in data analysis. These questions encourage critical thinking and provide an opportunity for students to apply their knowledge in selecting the most appropriate answers. The second section of the worksheet consists of ten worded questions that delve deeper into the theoretical and practical aspects of measures of location. These questions prompt students to articulate their understanding, explaining concepts like the calculation of quartiles, the significance of percentiles, and the interpretation of interquartile range in various scenarios. By encouraging students to express their thoughts in approximately 2 to 3 sentences per response, this section promotes effective communication of mathematical concepts and reinforces their ability to convey complex ideas in a clear and concise manner. This dual-format worksheet not only reinforces the theoretical foundation of measures of location but also fosters collaborative discussions among students, making it an invaluable resource for teachers seeking to enhance their students’ mathematical communication skills and conceptual understanding.

This worksheet is designed to foster engaging discussions and critical thinking among A Level Mathematics students, encouraging them to explore the intricate concepts of populations and samples in statistics. The first section consists of multiple-choice questions that challenge students to grasp fundamental definitions and distinctions, such as the characteristics of populations and samples, the purpose of censuses, and the significance of sampling frames. These questions are crafted to prompt in-depth consideration and debate among students, aiding them in developing a solid understanding of the theoretical underpinnings of statistical studies. The second section of the worksheet features worded questions that require students to articulate their knowledge through concise yet comprehensive responses. By delving into the explanations of concepts like sampling units, the role of samples in inferential statistics, and the advantages of using samples over censuses, students are encouraged to apply their understanding to real-world scenarios. The aim is to stimulate critical thinking and analytical skills, as students navigate through the intricacies of statistical studies, fostering a deeper appreciation for the practical applications of mathematical concepts. As teachers, you can use this worksheet not only to assess comprehension but also to facilitate classroom discussions that enhance students’ ability to communicate their mathematical understanding effectively.

This comprehensive worksheet is meticulously designed for A Level Mathematics students, focusing on the topic of non-random sampling methods. The sheet comprises a dynamic mix of multiple-choice questions and thought-provoking worded questions aimed at fostering meaningful discussions and written responses. The primary objective is to encourage students to not only understand the theoretical aspects of quota sampling and opportunity sampling but also to engage in analytical thinking and articulate their insights. The worksheet begins with multiple-choice questions that challenge students to grasp the fundamental concepts surrounding quota sampling and opportunity sampling. These questions provide a solid foundation, allowing students to assess their understanding and reasoning skills. The subsequent worded questions delve deeper into the application and implications of these sampling methods, prompting students to think critically, discuss their thoughts with peers, and articulate comprehensive responses. This multifaceted approach not only reinforces mathematical concepts but also enhances students’ ability to express mathematical ideas in a clear and concise manner. As teachers, you can leverage this worksheet to facilitate interactive classroom discussions, encouraging students to collaboratively explore the nuances of non-random sampling methods and develop a richer understanding of their real-world applications.

This comprehensive worksheet is designed to engage A Level Mathematics students in thoughtful discussions and written exploration of various sampling methods. The worksheet is divided into two sections: Multiple Choice Questions and Worded Questions, each crafted to encourage critical thinking and a deeper understanding of the principles behind random sampling. In the Multiple Choice section, students are challenged with ten questions that assess their knowledge of key concepts such as simple random sampling, systematic sampling, and stratified sampling. These questions are strategically designed to not only test recall but also to foster analytical thinking about the implications of different sampling methods. Through careful consideration of the provided options, students will reinforce their understanding of the importance of unbiased representation and the role of randomness in statistical sampling. The Worded Questions section comprises ten open-ended prompts that prompt students to articulate their understanding in 2-3 sentence responses. These questions encourage students to explain the significance of each sampling method, differentiate between them, and contemplate the practical applications of these methods in real-world scenarios. Teachers can use this section to assess not only students’ grasp of mathematical concepts but also their ability to communicate mathematical ideas effectively. By promoting discussions and written reflections, this worksheet aims to enhance students’ critical thinking skills and deepen their appreciation for the role of sampling methods in statistical analysis.

This comprehensive worksheet is crafted to not only assess but also stimulate meaningful discussions among students about measures of central tendency in mathematics. The combination of multiple-choice questions and worded questions provides a well-rounded approach, encouraging students to engage in critical thinking, analyze various scenarios, and articulate their understanding effectively. As teachers, you can utilize this resource to promote collaborative learning experiences that go beyond mere calculations, delving into the conceptual nuances of central tendency. The multiple-choice questions are strategically designed to assess students’ grasp of fundamental concepts such as mean, median, mode, and skewness. These questions challenge students to apply their knowledge to practical scenarios and make informed choices. On the other hand, the worded questions prompt students to articulate their thoughts, encouraging them to explain the rationale behind their answers. This dual approach not only gauges their mathematical proficiency but also cultivates their ability to communicate mathematical ideas clearly. We envision this worksheet as a catalyst for lively classroom discussions, where students share insights, debate perspectives, and collaboratively deepen their understanding of measures of central tendency. Teachers can leverage this resource as a tool to promote a dynamic learning environment that nurtures not just calculation skills but also a profound comprehension of statistical concepts.

This comprehensive worksheet is designed to engage A Level Mathematics students in meaningful discussions and written reflections on the topic of types of data. The worksheet incorporates a balanced mix of multiple-choice questions and worded questions to encourage active participation and critical thinking. The multiple-choice questions challenge students to apply their knowledge in distinguishing between quantitative and qualitative variables, understanding the characteristics of continuous and discrete variables, and interpreting information presented in grouped frequency tables. The worded questions on the worksheet provide a platform for students to delve deeper into the nuances of the topic. These open-ended inquiries prompt students to articulate their understanding of concepts such as class boundaries, midpoints, and the significance of class width in a grouped frequency table. By engaging in thoughtful responses, students are not only reinforcing their mathematical knowledge but also honing their ability to communicate mathematical ideas effectively. Teachers can leverage this worksheet as a valuable tool to facilitate class discussions, foster collaborative learning environments, and assess students’ proficiency in both multiple-choice and extended-response formats, thereby promoting a well-rounded approach to mathematical understanding.