Order of rotational symmetry of the following figure is_________.

Show solutionHide solution
Ans: Octagon possesses eight orders of rotational symmetry.
Order of rotational symmetry is $8$.
Your cart is empty.
Practice each question, then open the answer or worked solution.
Order of rotational symmetry of the following figure is_________.

Ans: Octagon possesses eight orders of rotational symmetry.
Order of rotational symmetry is $8$.
A __________ triangle has no lines of symmetry.
Ans: In scalene triangle all sides and angles are unequal and so there is no line of symmetry.
A Scalene triangle has no lines of symmetry.
Cuboid is a rectangular_________ .
Ans: Rectangular prism and cuboid refers to the same solid body.
Cuboid is a rectangular prism.
A sphere has __________vertex, __________edge and __________curved surface.
Ans: Sphere is a solid body with zero vertex, zero edge and one curved surface.
A sphere has $0$ vertex, $0$ edge and $1$ curved surface.
The following figure is a net of a __________.

→ Circumference of circle = ______.
Ans: On observing the given figure, it represents a cone.
Therefore It is the net of a cone.
→ Circumference of circle ${\text{ = 2}}\pi r$.
The following is a net of a __________.

Ans: On observing the given figure, it represents a triangular prism.
Therefore it is a net of a triangular prism.
Order of rotational symmetry of the following figure is __________.

Ans: Given figure represents an isosceles triangle.
Isosceles triangle possesses one order of rotational symmetry.
Order of rotational symmetry is one.
Identical cubes are stacked in the corner of a room as shown below. The number of cubes that are not visible are _________.

Ans: There are $20$ such cubes which are not visible.
Identical cubes are stacked in the corner of a room as shown below. The number of cubes that are not visible are $20$.
In Questions from 59 to 92, state whether the statements are True or False.
We can draw exactly one triangle whose angles are ${{70}^{\circ}, {30}^{\circ }}$ and ${\mathbf{80^\circ }}$.
Ans: This is not true exactly as there can be infinite number of triangles with angles ${70}^{\circ} ,{30}^{\circ} $ and ${80}^{\circ} $ with various different combinations of sides.
Therefore, the given statement is False.
The distance between the two parallel lines is the same everywhere.
Ans: The distance between the two parallel lines is always the same everywhere.
Therefore, the given statement is True.