Lines and Angles Worksheets
Angles Around a Point
Year groups: 7, 8

Angles in Isosceles Triangles
Year groups: 7, 8

Angles in Quadrilaterals
Year groups: 7, 8

Angles in Triangles
Year groups: 7, 8, 9

Angles on a Straight Line
Year groups: 7, 8

Calculating Angles (A)
Year groups: 7, 8, 9

Crack the Code - Angles
Year groups: 7, 8

Describing Angles
Year groups: 7, 8

Drawing and Measuring Angles
Year groups: 7, 8

Estimate and Meaure Angles using Angle Notation
Year groups: 7, 8

Parallel and Perpendicular Lines
Year groups: 7, 8

Vertically Opposite Angles
Year groups: 7, 8

Alternate and Corresponding Angles (A)
Year groups: 8, 9

Alternate Angles
Year groups: 8, 9

Angles in Parallel Lines - Choosing the Correct Rule
Year groups: 8, 9

Angles on Parallel Lines (A)
Year groups: 8, 9

Angles on Parallel Lines (A) (With Clues)
Year groups: 8, 9

Angles on Parallel Lines (B)
Year groups: 8, 9

Angles on Parallel Lines (B) (With Clues)
Year groups: 8, 9

Calculating Angles (B)
Year groups: 8, 9, 10

Calculating Angles (B) (With Clues)
Year groups: 8, 9, 10

Co-interior Angles
Year groups: 8, 9

Corresponding Angles
Year groups: 8, 9

Forming and Solving Equations involving Angles
Year groups: 8, 9

Algebraic Angles in Parallel Lines
Year groups: 9

Angles on Parallel Lines (C)
Year groups: 9, 10, 11

Angles on Parallel Lines (C) (With Clues)
Year groups: 9, 10, 11

Circle Theorems (A)
Year groups: 9, 10

Circle Theorems (B)
Year groups: 9, 10

Circle Theorems (C)
Year groups: 9, 10

Circle Theorems: Angle at Center Twice the Angle at Circumference
Year groups: 9, 10

Learning the Circle Theorems
Year groups: 9, 10

Circle Theorems: Angle Notation
Year groups: 10, 11

Circle Theorems: Cyclic Quadrilaterals
Year groups: 10, 11

Circle Theorems: Triangles in Circles
Year groups: 10, 11

Proving Circle Theorems - Angle at the Centre
Year groups: 10, 11

Proving Circle Theorems - Cyclic Quadrilaterals
Year groups: 10, 11

Proving Circle Theorems
Year groups: 11

Proving Circle Theorems - Angle in a Semicircle
Year groups: 11

Proving Circle Theorems - Angles in the Same Segment
Year groups: 11

PRINTABLE PDF COORDINATES WORKSHEET WITH ANSWERS
Check out and download our Coordinates Worksheets that will improve your child’s or student’s knowledge of geometric coordinate calculations. These worksheets are created in easy-to-download PDF format, include answers, and are designed to help your students better understand this complex mathematical topic. These Coordinate worksheets are excellent resources that will make the whole learning fun and interesting, helping young learners improve at solving various critical geometric problems.
Understanding The Concept Of Coordinate
Coordinates are basically a pair of numbers that provide a map’s directions, helping us find precise locations on any kind of grid. This concept is incredibly practical in various aspects of our regular lives. For example, if we think about how we use a map to locate our locations. Whether it’s navigating with GPS, creating computer graphics, or conducting scientific experiments, coordinates are the basic principles for pinpointing various types of positions accurately. It is like the X coordinate and Y coordinate on a treasure map, guiding us to any hidden treasures. It is also important for developing knowledge and practical skills in fields from geography to mathematics, and from engineering to everyday activities like finding your way home.
What Are Coordinates?
In mathematics, coordinates are pairs of numbers used to identify points on a grid. For example, imagine you’re playing a game on a square grid and your friend asks you to go to square (3, 4), that means you have to move 3 steps to your right (X) and 4 steps up (Y) to reach your destination. It’s exactly like following a treasure map with X telling you left or right, and Y telling you up or down. These coordinates are like your GPS for maths and reading a map, making it easier to find your way around and pinpoint exact locations on graphs and maps.
Use of Coordinates in Real Life
Learning about coordinates in maths is extremely important in our regular lives.
• There are different types of GPS tracking systems. These GPS systems use coordinates for accurate navigation, making your travel process more convenient.
• In architectural construction, coordinates make sure of precise building layouts and other essential measurements.
• In the field of graphic designing, understanding coordinates is a must-have knowledge. Graphic designers rely on coordinates to create digital art and animations.