1. SHREE BHAIRAVDEV VIDYALAY TAL:PANVEL DIST:RAIGAD
RAYAT SHIKSHAN SANSTHA
SHREE BHAIRAVDEV VIDYALAY
RITGHAR
TAL:PANVEL DIST:RAIGAD

2. MATHS POWER POINT PRESENTATION CLASS-VIII
PRESENTED BY:-
MRS. SHAMIM SANADI
B.Sc B.ed

3. QUADRILATERALS

4. ACKNOWLEDGEMENT
I wish to express my sincere gratitude for presenting this project before you.
The report and diagrams have been made in accordance with the syllabus of standard eight.
This presentation is prepared in simple language for easy understanding to all.
My sincere thanks to our Principal Mr. S D SALUNKHE, who has encouraged me in making this project a successful one.

5. INTRODUCTION What is a quadrilateral?
It is a 4-sided polygon, which is made up entirely of line segments.
Quadrilaterals can be divided into 5 types i.e.., square, rectangle, rhombus, trapezium, parallelogram.

6. WHAT IS A
QUADRILATERAL ?

7. Polygons with 4 sides and 4 angles
QUADRILATERALS
Polygons with 4 sides
and 4 angles 1 4 2 1 1 2 3 1 4 2 4 3 2 4 3 3

8. TYPES OF QUADRILATERALS
Square
Parallelogram
Rectangle
Trapezoid
Rhombus

9. QUADRILATERAL A quadrilateral is a polygon with four sides.
A quadrilateral is named by its vertices.

10. SQUARE It is a quadrilateral having all sides equal.
All the angles are 90 degrees.
The diagonals are equal and bisect each other perpendicularly.
The angle-sum property is 360 degrees.

11. How are they different?
SQUARE
4 congruent sides
4 congruent angles

12. RECTANGLE It is a 4-side polygon having opposite sides equal.
Diagonals are equal and bisect each other
Angle-sum property is 360 degrees.
All the angles are 90 degrees.

13. Trapezium In this polygon, only one pair of opposite sides are equal.
Diagonals are unequal

14. How are they different?
TRAPEZOID
Only 1 pair of parallel sides .

15. PARALLELLOGRAM
It is a 4-sided polygon having opposites sides of equal length.
Diagonals are equal and bisect each other.
Angle-sum property is 360 degrees.

16. How are they different? PARALLELOGRAM 2 pairs of parallel sides
Opposite sides congruent
Opposite angles congruent

17. RHOMBUS It is a 4-sided polygon with all side equal.
Diagonals are equal and bisect each other perpendicularly.
All sides are 90 degrees.
Angle-sum property is 360 degrees.

18. How are they different? RHOMBUS
A parallelogram with 4 congruent (equal) sides

19. A N C B Q R D E M O P S G F P
In figure A, the quadrilateral is named PQRS or QRSP or RSPQ or SPQR.
The order of the vertices is important.
In figure B, the quadrilateral is named MNOP.
In figure C, the quadrilateral is named DEFG.

20. B A C D
In quadrilateral ABCD, the vertices are A, B,C, and D. Vertices A and B, B and C, C and D, D and A are consecutives vertices. Vertices A and C, B and D are opposite vertices. D

21. B A C D
Two sides with common vertex, like AB and BC, are consecutive sides. AB and DC, AD and BC, on the other hand are opposite hand.

22. B A C D
Two angles with a common side, like <A and <D, are consecutive angles.
<A and <C, <B and <D on the other hand are opposite angles.

23. B A C D
Segments joining opposite vertices like AC and BD are called diagonals of the quadrilateral.

24. Convex quadrilateral QRST, QS and RT intersect.M T Q O N S P R
Convex quadrilateral QRST, QS and RT intersect.
Nonconvex quadrilateral MNOP, MO and NP do not intersect.

25. Now YOU try it Draw a square. Draw a rectangle. Draw a trapezoid.
Draw a parallelogram
Draw a rhombus.

26. CONCLUSION Learning Outcome:
By seeing this project, we can understand the all aspects/info about quadrilaterals.
Identify the quadrilaterals properly and their properties i.e., angle-sum, exterior-angle property etc.

27. BIBLIOGRAPHY
I have taken help from the following sources to make this presentation a grand success:
VIII Class Maths Textbook
Google search
Wikipedia Search on Quadrilaterals.

28. THE END
THANK YOU.