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WELCOME
Presentation On “ Line Of
Symmetry”
LINE OF SYMMETRY -:
The imaginary line that divides a shape
into two indentical halves is called line
of symmetry .
TYPES OF LINE SYMMETRY -:
There are three types
of Line Symmetry .
1. One -Line Symmetry
2. Two Line Symmetry
3. Diagonal Symmetry
LINE OF SYMMETRY IN
DIFFERENT SHAPES
SQUARE -:
A Square when folded from mid point
of each side and corners to their
opposite ones ,it will form four lines
of symmetry .
RECTANGLE -:
Rectangle when folded from mid
points of opposite sides it will form
two lines of symmetry but opposite
corners will not meet with each other
on folding .
RHOMBUS -:
Rhombus when folded from two
corners to their opposite ones it
will form two lines of symmetry .
PARALLELOGRAM - :
Parallelogram doesnot form any line
of symmetry ,when folded form
corners or midpoints of sides .
EQUILATERAL TRIANGLE -:
When taking mid point of each side
and opposite corner on folded three
lines of symmetry are formed .
ISOSCELED TRIANGLE -:
The unequal side of isosceles triangle
when folded from mid point to the
opposite corner one line of symmetry
is formed which is not possible with
other two equal sides .
THANKS

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Line Of Symmetry different types of angles and their properties

  • 1. WELCOME Presentation On “ Line Of Symmetry”
  • 2. LINE OF SYMMETRY -: The imaginary line that divides a shape into two indentical halves is called line of symmetry .
  • 3. TYPES OF LINE SYMMETRY -: There are three types of Line Symmetry . 1. One -Line Symmetry 2. Two Line Symmetry 3. Diagonal Symmetry
  • 4. LINE OF SYMMETRY IN DIFFERENT SHAPES
  • 5. SQUARE -: A Square when folded from mid point of each side and corners to their opposite ones ,it will form four lines of symmetry .
  • 6. RECTANGLE -: Rectangle when folded from mid points of opposite sides it will form two lines of symmetry but opposite corners will not meet with each other on folding .
  • 7. RHOMBUS -: Rhombus when folded from two corners to their opposite ones it will form two lines of symmetry .
  • 8. PARALLELOGRAM - : Parallelogram doesnot form any line of symmetry ,when folded form corners or midpoints of sides .
  • 9. EQUILATERAL TRIANGLE -: When taking mid point of each side and opposite corner on folded three lines of symmetry are formed .
  • 10. ISOSCELED TRIANGLE -: The unequal side of isosceles triangle when folded from mid point to the opposite corner one line of symmetry is formed which is not possible with other two equal sides .