Angle Chase

Find all of the angles on the geometrical diagrams.

Angle Parallels

Understand and use the relationship between parallel lines and alternate and corresponding angles.

Angle Points

Apply the properties of angles at a point, angles on a straight line and vertically opposite angles.

Angles in a Triangle

A self marking exercise involving calculating the unknown angle in a triangle.

Circle Theorem Pairs

A pairs game based around ten theorems about the angles made with chords, radii and tangents of circles.

Circle Theorems Exercise

Show that you understand and can apply the circle theorems with this self marking exercise.

Estimating Angles

Estimate the size of the given acute angles in degrees.

Geometry Toolbox

Create your own dynamic geometrical diagrams using this truly amazing tool from GeoGebra.

Measuring Angles

Measure the size of the given angles to within two degrees of their actual value.

Online Logo

An online version of the Logo programming language with 30 mathematical challenges.

Pie Charts

Develop the skills to construct and interpret pie charts in this self-marking set of exercises.

Polygon Angles

A mixture of problems related to calculating the interior and exterior angles of polygons.

Proof of Circle Theorems

Arrange the stages of the proofs for the standard circle theorems in the correct order.

Scale Drawings

Measure line segments and angles in geometric figures, including interpreting scale drawings.

Snooker Angles

An online game for one or two players requiring an ability to estimate angles.

Tessellations

Drag the shapes onto the canvas to create tessellating patterns and investigate the laws of tessellations.

This is the main Transum help video on Angles.

Angle Properties Song

A song about the angles made with parallel lines.

Angles in Depth

Craig Barton and Jo Morgan help you and your class understand angles through the means of kung fu.

Ruler and Compass Construction

A demonstration of standard ruler and compass constructions

The 50 Cent Riddle

A 50 cent coin has 12 equal sides. If you place two coins next to each other on a table, what is the angle formed between the two coins?

Angle Theorem Kim's Game

A memory game to be projected to help the whole class revise the circle angle theorems.

Angle Theorems

Diagrams of the angle theorems with interactive examples.

Circle Theorems

Diagrams of the circle theorems to be projected onto a white board as an effective visual aid.

Create your own dynamic geometrical diagrams using this truly amazing tool from GeoGebra.

Kite Maths

Can you make a kite shape from a single A4 size sheet of paper using only three folds?

Plane Bearings

A visual aid designed to help pupils estimate three figure bearings.

Polygon Angles Animation

Barbara Bug walks around a regular hexagon turning through each of the exterior angles as she goes.

Air Traffic Control

Work out which aircraft are in danger of colliding from their positions and direction of travel. An exercise in understanding bearings.

Angle Estimates

Estimate the sizes of each of the angles then add your estimates together.

Pie Chart

An exercise in estimating what the sectors of a pie chart represent.

Sectors

Work out which sectors fit together to make complete circles. Knowledge of the sum of the angles at a point will help find more than one correct solution to this puzzle.

Square Angles

Find a trapezium, a triangle and a quadrilateral where all of the angles are square numbers.

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Teachers might find the complete Angles Topic List useful.

Pupils should understand that angles represent an amount of turning and be able to estimate the size of angle. When constructing models and drawing pupils should be able to measure and draw angles to the nearest degree and use appropriate language associated with angles.

Pupils should know the angle sums of polygons and that of angles at a point and on a straight line. They will learn about angles made in circles by chords, radii and tangents and recognise the relationships between them.

Pupils will work with angles using trigonometry, transformations and bearings. In exams pupils are often instructed that while non-exact answers should be given to three significant figures, angle answers should be given to one decimal place.