KS2 Angles Worksheets

Our Angles KS2 Worksheets are a great way for young students to learn and practice their geometric knowledge related to different types of angles. These worksheets are excellent resources for teachers as well as parents, aiming to enhance the basic ideas of geometric structures of Year 2 to Year 6 students. All our angles worksheets provide a variety of exercises that will help students develop skills, from identifying types of angles and accurately labelling them to drawing, calculating and describing them. With the help of our KS2 Angles Worksheets PDF printable worksheets, students can develop a solid foundation for understanding triangles and other angles-related concepts, which will serve them well when faced with more complex mathematical problem-solving in the later years. These fun and engaging worksheets challenge students to think critically and develop a deeper understanding of how angles work.


Check out our downloadable Angles Worksheets KS2 which will improve your student’s knowledge of various mathematical calculations related to angles. For example, our worksheets can help children identify angles, parallel and perpendicular angles, interior and exterior angles, drawing angles, measuring angles, estimating angles, and many more related concepts. These worksheets are created in easy-to-download PDF format, include answers, and are designed to help young learners better understand and practise their geometry skills. These are excellent resources that will make the learning process fun and interesting!

What is Angle in Geometry?

In geometry, the concept of an angle refers to the amount of rotation or turn between two intersecting lines; these intersecting lines are usually called rays. Imagine opening a book partially: the corner of the open side forms an angle. The point where the lines or rays meet is called the vertex, while the two lines form the arms or sides of the angle. Angles are measured in degrees, using a tool called a protractor. There are different types of angles based on their sizes: acute (less than 90 degrees), right (exactly 90 degrees), obtuse (between 90 and 180 degrees), and straight (180 degrees). Understanding angles is fundamental in many areas of maths and real-life applications.

Understanding The Concept Of Angles

Understanding what an angle is can be compared to thinking about the space between two lines that meet. Think of a door that’s open just a little; the gap between the door and the frame represents an angle. Its vertex will always be where they meet, while the door and frame act as arms of it. To measure angles we use a tool called a protractor and degree units. There are several types of angles but a few common ones are acute, right, and obtuse. Acute is sharper and less than 90 degrees. The right is exactly 90 degrees like if you were to stand up a book. And obtuse is wider than 90 but under 180 degrees. Understanding all this helps us in many ways such as design, construction, and even understanding natural stuff.

Use of Angles in Real Life

Angles are essential in real life. It plays a big role in many different ways like designing buildings and bridges. They also help for more simple tasks like when you’re using a satellite dish or solar panel, the correct angle ensures optimal reception or absorption of sunlight. Sports players even use it to their advantage. For example, snooker and golf players calculate the best angle to strike with. We even use this concept in simple tasks like cutting a pie or adjusting a sunshade tilt. Construction and technology are two very important things that require angles to function properly. But also it helps shape our world on a daily basis, whether we realize it or not.