RD Sharma Class 8 Solutions Chapter 18 - Practical Geometry Exercise 18.1

• Understand the background of the chapter. You must understand the background of each chapter before attempting to solve it. Also, read through the entire chapter at least once so that you are familiar with its content.

• Build up your skills. Make sure to build on top of existing concepts and work towards solving more challenging problems over time. You can start by trying out easy exercises from the Class 8 RD Sharma Solutions book, and gradually move towards tougher problems.

• Prepare with the right resources. You can either use RD Sharma's or any other books for this purpose. However, you must check if these textbooks are aligned with your syllabus before making a purchase. Another good option would be online websites like Shiksha Sopan where you can find solved examples and video lessons for Practical Geometry.

• Practice makes perfect: As with any other subject, practice is key to mastering geometry. Make sure you solve as many problems as possible so that the concepts become second nature to you.

• Group study: Joining or forming a study group can also help master Practical Geometry. This allows you to discuss problems and solutions with fellow students, which can help clear any doubts that you may have.

• Conceptual knowledge: In addition to practising, it is also important that you develop an understanding of the concepts involved in Practical Geometry. This can be done by reading and discussing these concepts with classmates or teachers.

RD Sharma class VIII solutions chapter 18 practical geometry includes topics such as points, lines, angles, etc. These are studied in depth with numerous solved examples for a better understanding of the students. The topic of coordinate geometry is also introduced in this chapter where various shapes.

So these are some tips that will help you get RD Sharma class VIII Solutions Chapter 18: Practical Geometry easily. Do keep in mind that practice makes perfect, so make sure you solve as many problems as possible. Practical geometry is the application of geometric concepts and techniques in the physical world around us. It is used extensively in architecture, engineering, and manufacturing. In particular exercise 18.1 deals with the construction of the polygons like a quadrilateral. The values of the sides and angles will be given and the values of the remaining angles or sides can be obtained by remembering the properties of the various Quadrilaterals

Some Important Discussions in the Chapter:

• Line Segment: A line segment is a part of a straight line that has two endpoints. It can be represented using two points on a coordinate plane.

• Ray: A ray starts from one point and ends at another point in space. The direction of the ray is always pointed towards the endpoint.

• Segment Bisector: A segment bisector is a line or curve that cuts the given Segment in half at the midpoint.

• Angle: An angle is formed when two rays share a common endpoint. It can be measured in degrees or radians depending on the system of measurement used.

• Triangle: A triangle is a three-sided polygon with three angles and three vertices. The sum of all the angles in a triangle is 180 degrees.

• Quadrilateral: A quadrilateral is a four-sided polygon with four angles and four vertices. The sum of all the angles in a quadrilateral is 360 degrees.

• Pentagon: A pentagon is a five-sided polygon with five angles and five vertices. The sum of all the angles in a pentagon is 540 degrees.

• Hexagon: A hexagon is a six-sided polygon with six angles and six vertices. The sum of all the angles in a hexagon is 720 degrees.

Log on to Vedantu to find the best study material related to practical geometry and develop your concepts well. Learn from the experts about how you can easily master the ways to draw geometric shapes with your instruments. Find out how you can utilize these concepts to score well in the exams in the advanced classes.