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4 great worksheets covering all you need beyond basic areas: Miscellaneous Areas - 20 questions covering all the basic areas - a test to ensure that students can remember which formula applies to which shape. Compound Rectangles and Triangles - 15 questions covering compound areas using only rectangles and triangles Compound Areas - 16 questions covering all that you will need on compound areas. Area Problems - 13 questions covering areas in a realistic context. Answer Sheet Please leave feedback - particularly if you like my work, thank you

6 thorough worksheets covering all of the basic shapes required for GCSE. Rectangles - 10 Questions covering the area and perimeter of rectangles and squares. Rectangles 2 - an extra sheet repeating the same type of questions from the first Parallelograms - 10 Questions covering the area and perimeter of parallelograms and rhombuses. Triangles - 12 Questions covering all you will need on the area of a triangle. Trapezia - 9 questions covering the area of all types of trapezia. Circles - 12 questions covering the area and circumference of circles + quadrants. Answers - All the answers are provided including the answers to the free areas worksheets that are also available.

This is a couple of worksheets that were created for the introduction of area at KS3 and developing into the formula for the rectangle. Squares are covered as is perimeter Area Of Irregular Shapes provides you with four larger than average shapes on a cm square grid to find the area of - I usually ask the class which shape has the largest area and then everyone finds the area of at least two shapes. Area Of Rectangles finding the area of rectangles on a cm square grid - leading to the formula A = Length x Width.

This is a couple of worksheets I wrote for the introduction to 3 figure bearings with my KS3 groups. They can be done as a whole class activity or individually - I have included a black and white version of the maps if you need them. Answers are included. Please leave feedback, particularly if you like my work - thank you.

Segment Area Aimed at higher level GCSE this is a pdf worksheet with answers which covers the basic question up to and including the more demanding questions of finding the area of a major segment. This worksheet is a good lessons work and probably some left over for homework. An extension can be found on the worksheet called, Sectors and arc length. Answers are included Please leave feedback, particularly if you like my work - thank you

Aimed at higher level GCSE students, this is a set of worksheets I use to teach my top set how to use the Sine, Cosine and Tangent graphs. There are four worksheets and a display poster which I have always used as a refresher. Useful Trig Values - this is the display sheet which reminds pupils to learn the value of Sin 30°, cos 45° etc. The Sine Of Any Angle - Starts with the graph of y = sin(x) between 0° and 360° and asks students to find the angle whose sine is 0.5 etc. - no point in asking them to find the sine of 150 though as the calculator will do this. The Cosine Of Any Angle - obviously the same idea as the first sheet but using Cosine. The Tangent Of Any Angle - and the same again but using Tan graph. Sin, Cos and Tan Of Any Angle - 26 questions which are miscellaneous, including solving basic trig equations and squares Answer Sheet

A useful set of worksheets aimed at more able students doing higher level GCSE 3 pages with detailed questions on The area of a sector and the length of an arc. In total there are about 15 questions on these sheets including worded questions and practical applications. Aimed primarily at the more able students this sheet was written for higher level KS4. Answers are included Please leave feedback, particularly if you like my work - thank you

Four worksheets covering higher level GCSE questions on Cones and Spheres including Level 9 questions. Cones - A great worksheet which all higher level students will need to be able to cope with - 12 questions Spheres - 6 questions on volume and surface are of spheres and hemispheres. Cones and Spheres - 5 more difficult questions on the cone and spheres - these are level 8 and 9 ! Cones and Sectors - a couple of questions to explore the relationship between the sector of a circle and the the cone that is created by joining the radii together Answers for each are provided separately. Please leave feedback, particularly if you like my work - thank you.

This is a set of worksheets aimed at higher level students looking at the transformations of graphs. There are 5 worksheets covering translation, stretching, reflection, sketching curves and trigonometric transformations. Transformations Of Graphs 1 - Translation - given two curves state the translation vector and the equation of the second graph. Transformations Of Graphs 2 - Stretching - given two curves state the scale factor and the direction of the stretch and the equation of the second graph. Transformations Of Graphs 3 - Reflections - given two curves state the mirror line and the equation of the second graph. Transformations 4 - Given a curve and points on the curve then pupils need to sketch the given function. Transformations 5 - Sketching Trigonometrical transformations Answers are provided. Please leave feedback, particularly if you like my work - thank you

Aimed at the more able GCSE students trying to achieve grade 7+ This is a set of questions which covers all that you will need to achieve success with vector Journeys. VECTORS 3 - Journeys starting with the simplest of cases - 5 Diagrams and 35 Questions VECTORS 4 - More complex journeys - 8 full GCSE standard Questions VECTORS 5 - Most complex journeys up to level 9 at GCSE including co-linearity 10 Questions Answers are provided Please leave feedback, particularly if you like my work - thank you.

This PDF is a worksheet covering everything that higher level students will need on the equations of a circle. It includes a few questions aimed at stretching those who are trying to acheive grades 7+ It is also very useful for ‘A’ Level too. There are 22 questions ranging from understanding the equation of a circle to the equation of a tangent to a circle, including questions on the distance from a point to the origin. Answers are provided. please leave feedback, particularly if you like my work - thank you.

The Area Of Any Triangle is a great worksheet for practicing Sine and Cosine rule and the formula Area = 0.5abSin©. It is aimed at grade 7 - 9 students. There are four different types of questions. Simple - given two sides and the included angle, use the formula to find the area. Given the area, find a side or an angle. Harder - decide which angle you need to be able to find the area and then use the Sine rule or Cosine rule to find it first. Applications - finding the area and then using the area to find the shortest distance from one vertex to the opposite side. Recently added - An extra page with some level 9 questions involving surds and the are of a parallelogram - a couple of nice questions I found which you may find useful. Answers are included Please leave feedback, particularly if you like my work - thank you

6 Comprehensive worksheets covering all you will need on the Sine and Cosine rules for GCSE. Sine Rule 1 - use the Sine Rule to find the missing side - 10 Questions Sine Rule 2 - use the Sine rule to find the missing angles (no ambiguous case) - 10 Questions Cosine Rule 1 - Find the missing side - 10 Questions Cosine Rule 2 - Find the missing angle - 10 Questions Sine and Cosine Rules - miscellaneous questions where students have to decide which rule to use - 12 questions Level 9 Cosine Rule Questions - Six more demanding questions for the more able student. Answers

Two large and comprehensive worksheets Velocity - Time Graphs - including curved graphs. Velocity - Time Graphs 1 - 5 Velocity - Time graphs (including curves) Questions asking for reading the graph, estimating and calculating area under the graph and estimating the gradient of a curve. Velocity - Time Graphs 2 - 8 Situations given and 8 Velocity Time Graphs - can they match them. answers are provided Please leave feedback, particularly if you like my work - thank you.

A large and comprehensive worksheets on Distance - Time Graphs - including curved graphs. Distance - Time Graphs 1 - 9 large scale questions given in context, starting at basic level and building to Higher Level GCSE questions, including average velocity and estimating gradient to calculate velocity. Distance Time Graphs 2 - 3 Questions where a situation is given and a choice of Distance - Time graph - which one fits. Distance - Time Graphs Answers Please leave feedback, particularly if you like my work - thank you

Not a wonderful resource but some may find a use for it. Write two numbers in the circles and see if they can score a goal by identifying anything between those numbers. I used it for fractions but don’t forget decimals and negatives. Obviously try to miss the goalkeeper !!

There is a path from the left hand side of the board to the right stepping only on equivalent fractions - Can you find it ? Hint - 0.5 !!