No, a figure cannot have a smallest angle of symmetry of 17° because 17° is not a divisor of 360°. For rotational symmetry, the angle must divide 360° evenly. Class 6 NCERT Ganita Prakash Chapter 9 Symmetry class 6 Mathematics Textbook Chapter ...
Tiwari Academy Discussion Latest Questions
No, a figure cannot have a smallest angle of symmetry of 45° because 45° is not a divisor of 360°. For rotational symmetry, the angle must divide 360° evenly. Class 6 Mathematics Chapter 9 Symmetry question answer Class 6 NCERT Ganita Prakash ...
The smallest angle of symmetry is 60°. Other angles would be 120°, 180°, 240°, 300°, and 360°. The figure likely represents a regular hexagon, which has these rotational symmetry angles. Class 6 Mathematics Chapter 9 Symmetry question answer Class 6 NCERT Ganita ...
If the smallest angle of symmetry is 60°, the other angles of symmetry will be 120°, 180°, 240°, 300°, and 360°. These represent the rotational symmetry angles of a regular hexagon. Class 6 Mathematics Chapter 9 Symmetry question answer Class 6 NCERT ...
A square has exactly four angles of symmetry: 90°, 180°, 270°, and 360°. Each of these angles reflects rotational symmetry, where the square matches its original position after rotation by these specific angles. Class 6 Mathematics Chapter 9 Symmetry question answer Class ...
No, the windmill will not look the same if rotated by an angle less than 90°. It requires a rotation of 90° or more to match its original position due to its rotational symmetry. Class 6 Mathematics Ganita Prakash Symmetry Class 6 ...
When a bar magnet is suspended horizontally and rotated gently, it comes to rest in a particular direction. This direction is consistent, regardless of how many times the magnet is rotated. NCERT Textbook Curiosity Science Class 6 Chapter 4 Exploring ...
Different types of folds, such as vertical, horizontal, or diagonal, create varying lines of symmetry. Each fold type adds a unique reflective or rotational symmetry to the design, increasing the complexity and number of symmetry lines. Class 6 Mathematics Chapter 9 ...
To create patterns with multiple lines of symmetry, fold a sheet of paper in various ways, such as vertically, horizontally, and diagonally. After cutting, the unfolded paper will reveal multiple symmetrical sections. Class 6 Mathematics Chapter 9 Symmetry question answer Class 6 ...
By folding a piece of paper and making a cut along the fold, you can create symmetrical shapes. Unfolding the paper reveals the symmetrical pattern, showing how the cut was mirrored across the fold. Class 6 Mathematics Chapter 9 Symmetry question ...