Study MaterialsNCERT SolutionsNCERT Solutions Class 7 MathsNCERT Solutions for Class 7 Maths Chapter 10 Practical Geometry

NCERT Solutions for Class 7 Maths Chapter 10 Practical Geometry

NCERT Practical Geometry Class 7 provides step-by-step instructions for constructing geometric figures. Students are familiar with basic shapes and how to draw lines at this point. Students learn how to draw a parallel line and triangles with varied measurements offered as part of their lesson. Subject matter experts have provided detailed demonstrations, step by step, making the learning experience interesting and comfortable. NCERT Maths book Class 7 Chapter 10 solutions have been provided by subject matter experts who have offered a detailed demonstration, step by step, making the learning experience interesting and comfortable. On INFINITY learn, every NCERT Solution is offered to make the study simple and enjoyable. If you have access to NCERT Solutions for Class 7 Science, Maths solutions, and solutions for other topics, subjects like Science, Maths, and English will become easier to study.

 

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    NCERT Solutions for Class 7 Maths Chapter 10 Practical Geometry

    10. Practical Geometry

    Class 7 Maths NCERT Solutions :

    Students can access NCERT Solutions for Class 7 Maths Chapter 10 Practical Geometry, which has been compiled by experienced teachers. These answers provide students with a solid understanding of the subject. It also aids in the enhancement of students’ learning, allowing them to score well in their exams.

    Class 7 Maths Chapter 10 NCERT Solutions

    (10.1) Introduction

    This section of the NCERT Solutions for Class 7th Maths Chapter 10 discusses the concept of Practical Geometry, which is concerned with the construction of various geometric figures. This chapter will build on what a learner has already learned about drawing a line segment and a perpendicular line. The Ch 10 Maths Class 7 NCERT Solutions will teach you how to draw parallel lines and triangles through a variety of activities.

    (10.2) How to Draw a Straight Line Through a point not on the line, parallel to a given line

    This section of NCERT Class 7 Maths Chapter 10 will show you how to draw a pair of parallel lines. Lines that do not intersect and constantly remain at the same distance from each other are known as parallel lines. A learner should be able to make parallel lines. It is critical, particularly in the field of architecture, where architects must create building designs.

    So, here’s how to draw two precise parallel lines.

    • Even if two parallel lines in a plane are extended to infinity in any of the directions, they should not meet.
    • Throughout, the gap between the two lines remains constant.

    A learner will require specialized equipment, such as a ruler and a compass, to create a parallel line.

    A line segment AB and a point P outside the line from which the parallel lines must be drawn are also required.

    • Select any point on the AB line segment and connect it to the outer point P.
    • Draw an arc that cuts the line segment PX using X as the center and any radius that is appropriate. Let M be the point on the line PX that cuts AB, and N be the point on the line PX that cuts AB.
    • Draw an arc with P as the center and the same radius as in the first scenario. This EF, which cuts the line segment PX on point Q, will be referred to as EF.
    • Before creating an arc that cuts the arc EF at point R, use Q as the center and the same radius as before.
    • Now, to get the line segment CD, join R and P.

    The needed parallel line is the line segment, which passes through point P.

    Key Features of NCERT Solutions for Class 7 Maths Chapter 10

    Students can benefit greatly from the NCERT Solution for Class 7 Maths Chapter 10 PDF accessible on INFINITY learn. Students are more competitive and knowledgeable in this modern age. Use the well-designed NCERT Solutions for Class 7 Maths Practical geometry chapter on INFINITY learn the official website to improve your skills. It is extremely valuable to all students for further reference and knowledge outside of class.

    Our NCERT Solutions are clear and comprehensive, covering all themes.

    • Our solutions are written in plain, easy-to-understand language by subject specialists in order to reach all pupils.
    • It improves students’ understanding, allowing them to take competitive math tests and boosting their self-confidence.
    • It uses live chat to maintain a smooth and cordial relationship between students and instructors. It assists them in quickly resolving their doubts.

    FAQ:

    What is learning NCERT Solutions for Class 7 Maths Chapter 10 so important?

    NCERT Class 7 Maths Chapter 10 solutions assist students in obtaining a summary of the question paper format, which includes a range of questions, including generally repeated questions, concise and long response type questions, multiple-choice questions, marks, and so on. The more types of questions you answer, the more confident you will be in your ability to succeed.

    NCERT Solutions for Class 7 Maths Chapter 10, mentions concepts that are significant for exams.

    Construction of a line parallels to a given line, through a point not on the line, construction of a triangle, constructing a triangle when the lengths of its three sides are known (SSS Criterion), constructing a triangle when the lengths of two sides and the measure of the angle between them are known (SAS Criterion), constructing a triangle when the measures of two of Its sides are known (SAS Criterion), constructing a triangle when the measures of two of It (RHS Criterion).

    What is the total number of exercises in NCERT Solutions for Class 7 Maths Chapter 10?

    NCERT Solutions for Class 7 Maths Chapter 10 has 5 exercises. The first exercise has three questions, the second has four, the third has two questions with several subquestions, the fourth has three, and the penultimate and final exercise has three, all based on creating a right-angled triangle when the length of one leg and its hypotenuse are given (RHS Criterion).

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