## Polygons Solutions - Free PDF Download

## FAQs on RS Aggarwal Class 6 Solutions Chapter-15 Polygons

**1. What are the Other Topics in the Chapter Covering Polygons?**

The Chapter covering polygons in the NCERT math textbook for Class 6 is called ‘Understanding Elementary Shapes’ and it discusses various topics that slowly build-up to the last topic. The Chapter begins with discussing line segments, then angles and the different types of angles, triangles and the different kinds of triangles based on angle and side. Further, the Chapter discusses quadrilaterals (kite, rhombus, parallelogram, trapezium, square, rectangle), other polygons (pentagon, hexagon, hectagon, octagon), and finally three-dimensional shapes like cubes, cuboids, spheres, cones, pyramids, cylinders and also, prisms. This Chapter must be studied by students thoroughly, as it provides students with a base in geometry which they will be needing later on, in higher Classes while studying more complex geometry.

**2. How many Marks do RS Aggarwal Class 6 Polygons Hold?**

The summative assessment-1 (SA-1) for math in Class 6 holds 40 marks, and SA-2 holds a total of 70 marks. RS Aggarwal Class 6 math Polygons comes under Chapter 5 of NCERT, which is ‘Understanding Elementary Shapes’ and it comes under the unit of Geometry in SA-1 and Practical Geometry in SA-2. For summative assessment 1, the unit of Geometry holds 9 marks, and the marks for Polygons will be taken from this. The same goes for summative assessment 2, where the Practical Geometry unit accounts for 10 marks, out of which Polygons will also get its marks.

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**4. How to understand triangles and quadrilaterals in RS Aggarwal Class 6 Solutions Chapter-15 Polygons? **

In RS Aggarwal Class 6 Solutions Chapter-15 Polygons, triangles are defined as acute triangles, obtuse triangles or right-angle triangles, according to the angles that they have been designed of. Triangles could be equilateral that are equal from all three sides, isosceles are explained where two sides remain equal but the third one is not, and the last one is scalene in which three sides are different. Quadrilaterals are described as polygons that have four sides and they will appear as varied types as per the length and angles of their sides. Some instances are rhombus, parallelograms, rectangles, and more to name.

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