Worksheet on Line Symmetry
Worksheet on line symmetry we will solve different types of questions. 4th grade students can practice this geometry worksheet to get the basic ideas on line symmetry.
1. Fill in the blanks:
(i) A square has ……………………. lines of symmetry.
(ii) An equilateral triangle has ……………………. lines of
symmetry.
(iii) A lines of symmetry divides an image into ……………………. equal
halves.
(iv) A scalene triangle has ……………………. lines of symmetry.
(v) A circle has ……………………. lines of symmetry.
(vi) Letter H has ……………………. lines of symmetry.
(v) A parallelogram has ……………………. line of symmetry.
(vi) The number of lines of symmetry in a regular polygon is …………………….
(vii) An equilateral triangle is symmetrical about each of its …………………….
(viii) The number of lines of symmetry in a regular polygon is …………………….
(ix) ⟺has ……………………. lines of symmetry.
2. State True or false;
(i) A circle has one line of symmetry.
(ii) Rectangle has both vertical and horizontal lines of symmetry
(iii) A regular hexagon has 6 lines of symmetry.
(iv) A scalene triangle has 1 line of symmetry,
(v) The number of lines of symmetry of a kite is 1.
3. The straight lines are drawn in the shapes. Is the straight line a line of symmetry? Answer it in yes or no.
4. Draw the line of symmetry in the given shapes.
5. Is the given dotted line a line of symmetry? Write ‘yes’
or ‘no’.
6. The straight lines are drawn in the shapes. Is the straight line a line of symmetry? Answer it in yes or no.
7. Draw an isosceles triangle. Show how many lines of symmetry can be drawn on it?
8. The straight lines are drawn in the shapes. Is the straight line a line of symmetry? Answer it in yes or no.
9. Draw
all the lines of symmetry in the shapes below:
10. Draw the line of symmetry in the given shapes.
11. Indicate by writing ‘yes’ or ‘no’ whether the highlighted
plane is cutting the solid into two identical halves or not.
12. The straight lines are drawn in the shapes. Is the straight line a line of symmetry? Answer it in yes or no.
13. The straight lines are drawn in the shapes. Is the straight line a line of symmetry? Answer it in yes or no.
14. Draw the line of symmetry in the given shapes.
15. The straight lines are drawn in the shapes. Is the straight line a line of symmetry? Answer it in yes or no.
16. The straight lines are drawn in the shapes. Is the straight line a line of symmetry? Answer it in yes or no.
In geometry practice worksheet while solving the question on line symmetry, if you have any doubts you can contact us by mail.
You might like these
The different types of polygons are discussed here. In any polygon a pair of sides that are inclined to each other meet at a point. This point is called a vertex of the polygon. In the polygon there
In simple closed curves the shapes are closed by line-segments or by a curved line. Triangle, quadrilateral, circle, etc., are examples of closed curves.
What is a quadrilateral? A simple closed curve or a polygon formed by four line-segments is called a quadrilateral.
A simple closed curve or a polygon formed by three line-segments (sides) is called a triangle. The above shown shapes are triangles. The symbol of a triangle is ∆. A triangle is a polygon with three sides. In the given figure ABC is a triangle. AB, BC and CA are its sides.
In circle math the terms related to the circle are discussed here. A circle is such a closed curve whose every point is equidistant from a fixed point called its centre. The symbol of circle is O. We have learned to draw a circle, by tracing the outlines of objects like a
What is a polygon? A simple closed curve made of three or more line-segments is called a polygon. A polygon has at least three line-segments.
Symmetrical shapes are discussed here in this topic. Any object or shape which can be cut in two equal halves in such a way that both the parts are exactly the same is called symmetrical. The line which divides the shape is called the symmetry. So, if we place a mirror
Classification of angles on the basis of their degree measures are given below: Acute angle: An angle whose measure is more than 0° but less than 90° is called an acute angle. Angles having mag
We will discuss here about measuring the line segment i.e. how to draw and measure a line segment using scale or ruler. We can measure a line segment by two ways. (i) With the help of scale
We will discuss here about comparing different line segments. Different line segments can be of different lengths. We can compare the lengths of the different line segments
We will discuss here about constructing a line segment. We know how to draw a line segment of a certain length. Suppose we want to draw a line segment of 4.5 cm length.
We will discuss here about measuring an angle with the help of a protractor. You can find it in your Geometry Box. It has the semi-circular shape. Its semi-circular edge is divided
We will discuss here how to find the perimeter of a triangle. We know perimeter of a triangle is the total length (distance) of the boundary of a triangle. Perimeter of a triangle is the sum of lengths of its three sides. The perimeter of a triangle ABC Perimeter
We will discuss here how to find the perimeter of a rectangle. We know perimeter of a rectangle is the total length (distance) of the boundary of a rectangle. ABCD is a rectangle. We know that the opposite sides of a rectangle are equal. AB = CD = 5 cm and BC = AD = 3 cm
We will discuss here how to find the perimeter of a square. Perimeter of a square is the total length (distance) of the boundary of a square. We know that all the sides of a square are equal. Perimeter of a Square Perimeter of the square ABCD = AB+BC+CD+AD=2 cm+2cm+2cm+2cm
● Geometry - Worksheets on Simple Shapes & Circle
Worksheet on Closed Curves and Open Curves.
Worksheet on Polygons.
Worksheet on Circle.
Worksheet on Line Symmetry.
Worksheet on Symmetrical Shapes.
4th Grade Math Activities
4th Grade Math Worksheets
Math Homework Sheets
From Worksheet on Line Symmetry to HOME PAGE
Didn't find what you were looking for? Or want to know more information
about Math Only Math.
Use this Google Search to find what you need.
Share this page:
What’s this?
New! Comments
Have your say about what you just read! Leave me a comment in the box below. Ask a Question or Answer a Question.