Updated to include an interactive PowerPoint and PDFs of the slides for display purposes…more value than before! A fun three way differentiated activity sheet/worksheet that will help children develop an understanding of how to calculate the area of parallelograms and trapeziums, as well as compound/composite polygons. Challenge 1 - Measure and calculate the area of simple polygons. Challenge 2 - Measure and calculate the area of compound/composite polygons. Mastery Challenge - Measure and calculate the area of a large, multi-polygon compound/composite polygon.

A fun three way differentiated activity sheet/worksheet that will help children develop an understanding of how to calculate the area of parallelograms and trapeziums, as well as compound/composite polygons. Challenge 1 - Calculate the area of simple polygons using a grid. Challenge 2 - Calculate the area of compound/composite polygons using a grid. Mastery Challenge - Calculate the area of a large, multi-polygon compound/composite polygon using a grid.

A fun, four way differentiated activity that will develop children’s understanding of areas of triangles. This version requires the children to measure each shape and use their knowledge of formulas to calculate the areas. Challenge 1 - Calculate area of triangles. Challenge 2 - Calculate the area of compound polygons (triangles and rectangles) Challenge 3 - Calculate the area of compound polygons (triangles, rectangles, trapeziums and parallelograms) Mastery Challenge - Calculate the area of a large, multi-compound shape made up of many different polygons.

A fun, four way differentiated activity that will develop children’s understanding of areas of triangles. This version has a 1cm grid backing to help children calculate the area without the need to measure. Challenge 1 - Calculate area of triangles. Challenge 2 - Calculate the area of compound polygons (triangles and rectangles) Challenge 3 - Calculate the area of compound polygons (triangles, rectangles, trapeziums and parallelograms) Mastery Challenge - Calculate the area of a large, multi-compound shape made up of many different polygons.

A four way differentiated activity/worksheet that will develop a child’s understanding of area and perimeter. This version has gridlines removed for an extra challenge. Children will need to measure the shapes (all are whole numbers) Challenge 1 - Calculate the area and perimeter of simple quadrilaterals. Challenge 2 - Calculate the area and perimeter of compound/composite quadrilaterals (divisions present) Challenge 3 - Calculate the area and perimeter of compound/composite quadrilaterals (divisions removed) Mastery Challenge - Calculate the area and perimeter of a huge, multi-compound shape and then the area of the shaded part.

A four way differentiated activity/worksheet that will develop a child’s understanding of area and perimeter. This version has 1cm gridlines shown. Challenge 1 - Calculate the area and perimeter of simple quadrilaterals. Challenge 2 - Calculate the area and perimeter of compound/composite quadrilaterals (divisions present) Challenge 3 - Calculate the area and perimeter of compound/composite quadrilaterals (divisions removed) Mastery Challenge - Calculate the area and perimeter of a huge, multi-compound shape and then the area of the shaded part.

A two-way differentiated activity sheet/worksheet that will develop the children’s understanding of bar graphs, data handling, averages, negative numbers and data handling vocabulary. Sheet 1 - 8 Questions asking about the average temperature in three cities across four months. Sheet 2 - Questions asking about the average temperature in three cities across five months. Averages, decimals and extrapolation skills will be tested. Answers are provided for both sheets. I have provided two different layouts which also add to the challenge. One has a wider line graph set, the other has a narrower set. This will test children’s adaptability to varying presentations.

A two-way differentiated activity sheet/worksheet for children to develop their understanding of pie charts. Sheet 1 - 10 Questions focusing on football fans with four segments. Sheet 2 - 8 Questions focusing on comparing two pie charts side by side. One with a sample of 100 people and one with a sample of 120 people. Answer sheets are included for both activities. I have provided two different layouts which also add to the challenge. One has a wider line graph set, the other has a narrower set. This will test children’s adaptability to varying presentations.

A two-way differentiated activity sheet/worksheet that will develop the children’s understanding of bar graphs, data handling, averages and data handling vocabulary. Sheet 1 - 8 Questions asking about the warmest/coldest months, difference in temperature between months. There are two data sets on the graph (two lines, same axes) Sheet 2 - 8 Questions focusing more on averages and trends. There are three data sets on the same axes. Completely different questions. Answers are provided for both sheets. I have provided two different layouts which also add to the challenge. One has a wider line graph set, the other has a narrower set. This will test children’s adaptability to varying presentations.

A two-way differentiated activity sheet/worksheet that will develop the children’s understanding of line graphs, data handling, averages and data handling vocabulary. Sheet 1 - 8 Questions asking about the warmest/coldest months, difference in temperature between months. There are two data sets on the graph (two lines, same axes) Sheet 2 - 8 Questions focusing more on averages and trends. There are three data sets on the same axes. Completely different questions. Answers are provided for both sheets. I have provided two different layouts which also add to the challenge. One has a wider line graph set, the other has a narrower set. This will test children’s adaptability to varying presentations.

A 4-way differentiated activity sheet/worksheet that will develop children's understanding of rounding to the nearest hundred or thousand. Challenges include: Challenge 1 - Use a pre-made numberline to help you round the following numbers to the level of accuracy in the brackets. Challenge 2 - Draw a place value grid or numberline to help you round the following numbers to the level of accuracy in the brackets. Challenge 3 - Draw a number line that goes from 0 to 10,000. Indicate, with a labelled arrow, where the following numbers are placed. Challenge 4 – Worded Problem Answer sheet included, as well as an editable version so you can adapt to your own class.

A three challenge activity sheet/worksheet with answers. Challenges are: Challenge 1: List all the factors of [a certain integer] Challenge 2: Find the common factors of the following sets of numbers. Challenge 3: Find the highest common factor of the following numbers: Please leave feedback and rate, and also look at my other resources.

Differentiated activity sheet/ worksheet for KS2/KS3 children. Challenges include: Challenge 1 – Name parts of a circle Challenge 2 – Calculate the radius and diameter when given the other measurement. Challenge 3 –Calculate the circumference (πd) of a circle (to a maximum of 2dp) when given r, d or c. Mastery Challenge - Calculate the area of a circle (πr2) Answer sheet included. Please leave feedback and look at my other, popular resources.

An exciting and fully-interactive way (including lifelines) to revise and assess understanding of perimeter, area and volume. There are 15 questions, testing children’s knowledge of: - Units (cm, cm squared, cm cubed) - Perimeter and area of triangles. - Formulas to find the area of quadrilaterals such as squares, rectangles, parallelograms and trapeziums. - How to calculate a missing dimension when given the area/volume. …and more! Please see my shop for other gameshows, worksheets, activities and time-saving ideas. All feedback is welcome so please do comment and rate. N.B The original logos for Who Wants to be a Millionaire are property of Sony Pictures Television. For this reason they have not been included, but a similar non-trademarked version has.