In a regular polygon having odd number of sides, all the lines of symmetry are perpendiculars from the vertices to opposite sides.

True

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False

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Solution

The correct option is A
True

In a regular polygon having odd number of sides, all the lines of symmetry are perpendiculars from the vertices to opposite sides. Consider the examples of an equilateral triangle and a regular pentagon(regular polygons with 3 and 5 sides respectively):

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Similar questions

In a regular polygon, the number of lines of symmetry is equal to the number of sides.

Consider the following statements.

Statement 1: Regular polygons have finite lines of symmetry.

Statement 2: The number of lines of symmetry in a regular polygon is equal to the number of sides.

In any polygon, the maximum possible lines of symmetry occur when all the sides and angles of the polygon are equal.Say true or false.

After drawing all the lines of symmetry in a regular polygon having ‘n’ sides, it is divided into _____ triangles.

Question 84
State whether the statement is True or False.
The number of lines of symmetry of a regular polygon is equal to the vertices of the polygon.

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In a regular polygon having odd number of sides, all the lines of symmetry are perpendiculars from the vertices to opposite sides.

The correct option is A True In a regular polygon having odd number of sides, all the lines of symmetry are perpendiculars from the vertices to opposite sides. Consider the examples of an equilateral triangle and a regular pentagon(regular polygons with 3 and 5 sides respectively):

The correct option is A
True

In a regular polygon having odd number of sides, all the lines of symmetry are perpendiculars from the vertices to opposite sides. Consider the examples of an equilateral triangle and a regular pentagon(regular polygons with 3 and 5 sides respectively):