NCERT Solutions for Class 10 Maths Chapter 12 Areas Related to Circles
NCERT Solutions for Class 10 Maths Chapter 12 – Areas Related to Circles provide detailed, step-by-step explanations for all the problems based on area calculations related to circles. This chapter covers crucial topics such as the area of a circle, the area of a sector and segment of a circle, and the relationship between the radius and area. The solutions explain how to apply formulas like Area = πr² and how to find areas of sectors and segments using angles in radians or degrees. Students also learn to calculate the perimeter and area of composite figures that involve circles, making this chapter highly practical for real-life applications. Each question is carefully broken down into easy-to-understand steps, ensuring that students grasp the fundamental concepts and can apply them to various problems. The NCERT solutions are aligned with CBSE standards, making them perfect for exam preparation. These solutions are ideal for homework, revision, and practice, helping students gain confidence in solving circle-related problems. Free PDF downloads are available for offline learning and study. NCERT Solutions for Class 10 Maths -Chapter 12 Areas Related to Circles is prepared by home-tution expert teachers with years of teaching experience for the CBSE class 10 board. All the questions asked in Chapter 12, Areas Related to Circles in the NCERT textbook, are solved with a proper explanation as per the CBSE guidelines.
What are you going to learn in Chapter 12: Areas Related to Circles?
We are already aware of several methods for calculating the perimeters and areas of simple planar shapes such as rectangles, squares, parallelograms, triangles, and circles. Many of the objects we encounter in our daily lives are related in some form or another to the circular shape. Wheels for bicycles, wheelbarrow (the law), bangles, brooches, circular dartboard, round cake, papad, drain cover, various designs, bangles, brooches. Some examples of such objects include walkways, water features, and flower gardens. As a result, finding perimeters and regions for circular figures is a significant challenge.
Importance in the real world we will begin our discussion in this chapter with a review of the area of a circle, as well as how to apply this information. While calculating the areas of two distinct 'sections' of a circular region (or briefly of a circle). The terms "sector" and "segment" are used interchangeably. We'll also look at how to locate some specific regions i.e., combinations of plane forms with circles or portions of circles.