Tutorial

GCSE Maths: Angle Rules

Learn and apply the rules for angles at a point, on a straight line, in a triangle, and in parallel lines. Also covers angles in polygons.
A high-angle shot looking down at a student's desk. On the desk are mathematical instruments (protractor, compass, ruler), a notebook open at a page with colorful diagrams of triangles, parallel lines cut by transversals, and polygons, with hand-written angle calculations. The scene is lit with bright, natural light coming from a nearby window.

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Deck Contents

28 Cards
Lesson#1
Welcome to this deck on angle rules. Angles are a fundamental part of geometry, and knowing the rules that govern them is essential for solving a huge range of maths problems. We'll start with the basics and build up to more complex shapes.
Lesson#2
Let's begin with the simplest rules. Imagine a single point. If you draw several lines coming out from this point, you create several angles around it. These angles make a full circle, or a full turn.
Quiz#3
What do angles around a single point add up to?

360 degrees

Lesson#4
Now, picture a perfectly straight line. If you draw another line coming out from any point on that straight line, you create two angles that sit next to each other. Together, they make up the straight line.
Quiz#5
What do angles on a straight line add up to?

180 degrees

Lesson#6
Another important rule occurs when two straight lines cross each other, forming an 'X' shape. This creates four angles. The angles that are directly opposite each other in the 'X' are always equal.

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