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PRESENTATION ON QUADRILATERAL

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IT IS THE PRESENTATION ON THE QUADRILATERAL FOR HIGH SCHOOL STUDENTS
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MATHS PROJECT WORK MADE BY:-HARMANJOT SINGH CLASS:- 9 th ‘B’ GUIDED BY:- VIKRAM SIR
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Page 1: PRESENTATION ON QUADRILATERAL

MATHS PROJECT WORK

MADE BY:-HARMANJOT SINGHCLASS:- 9th ‘B’

GUIDED BY:- VIKRAM SIR

Page 2: PRESENTATION ON QUADRILATERAL

Understanding quadrilaterals

Page 3: PRESENTATION ON QUADRILATERAL

INDEXIntroductionTopicIndexClassification of

polygonsDiagonalsConvex polygonConcave polygon

Page 4: PRESENTATION ON QUADRILATERAL

INDEXRegular & irregular polygonsKinds of quadrilateralsElements of a parellelogram.Some special parellelogram.

Page 5: PRESENTATION ON QUADRILATERAL

INTRODUCTION

POLYGON – a simple closed curve made up of only line segments is called a polygon.Eg –

Curve that are polygons.

Curve that are not polygons.

Page 6: PRESENTATION ON QUADRILATERAL

CLASSIFICATION OF POLYGONSNO. OF SIDES OR VERTICES

CLASSIFICATION SAMPLE FIGURE

3 TRIANGLE

4 QUADRILATERAL

5 PENTAGON

6 HEXAGON

Page 7: PRESENTATION ON QUADRILATERAL

Company Name

7 HEPTAGON

8 OCTAGON

9 NONAGON

10 DECAGON

n n-gon

Page 8: PRESENTATION ON QUADRILATERAL

Diagonals

A diagonal is a line segment connecting two non-consecutive vertices of a polygon.Eg-

Page 9: PRESENTATION ON QUADRILATERAL

Convex polygonpolygons that are convex have no portions of their diagonals in their exterior .Eg -

Page 10: PRESENTATION ON QUADRILATERAL

Concave polygonPolygons that are concave have portions of their diagonals in their exterior.Eg-

Page 11: PRESENTATION ON QUADRILATERAL

Regular and irregular polygons

A regular polygon is both equiangular and equilateral.

A polygon that does not have all sides equal and all angles equal . A polygon is regular only if all angles are equal and all sides are equal otherwise it is irregular.

Page 12: PRESENTATION ON QUADRILATERAL

KINDS OF QUADRILATERALS

TRAPEZIUM:-Trapezium is a quadrilateral with a pair

of parellal sides.

- These are trapezium.

Page 13: PRESENTATION ON QUADRILATERAL

KINDS OF QUADRILATERALS

KITE –Kite is a special type of quadrilaterals. The sides with the same markings in each figure are equal.

- Thes are kites.

Page 14: PRESENTATION ON QUADRILATERAL

Kinds of quadrilaterals PARELLELOGRAM-A parellelogram is a quadrilateral.as the name suggests , it has something to do with parellel lines .

Page 15: PRESENTATION ON QUADRILATERAL

ELEMENTS OF A PARALLELOGRAM

There are four sides and four angles in a parellelogram. Some of these are equal. The opposite angles of a parellelogram are of equal measure .DIOGANALS OF PARELLELOGRAM.The diagonals of parellelogram bisects each other at the point of intersection.

Page 16: PRESENTATION ON QUADRILATERAL

Some special parellelograms

Rhombus-The sides of rhombus are of same length.Rhombus have all the properties of a parellelogram and also of a kite.The dioganals of a rhombus are perpendicular bisector of one another.

Page 17: PRESENTATION ON QUADRILATERAL

SOME SPECIAL PARELLELOGRAMA rectangle - A rectangle is a parellelogram with equal sides.Each angle of a rectangle is of 90

A square – A square is a rectangle of equal sides.This means that all sides have equal length.

Page 18: PRESENTATION ON QUADRILATERAL

SUMMARYParellelogram- A quadrilateral with each pair of opposite sides parellel.PROPERTIES- 1-oppposite sides are equal. 2-opposite angles are equal. 3-diagonals bisect one another.

Page 19: PRESENTATION ON QUADRILATERAL

RHOMBUS-A PARELLELOGRAMWITH SIDES OF EQUAL LENGTH.PROPERTIES-1-ALL PROPERTIES OF PARELLELOGRAM. 2-DIAGONALS ARE PERPENDICULAR.

SUMMARY

Page 20: PRESENTATION ON QUADRILATERAL

RECTANGLE- A PARELLELOGRAM WITH A RIGHT ANGLE .PROPERTIES-1-ALL PROPERTIES OF PARELLELOGRAM. 2-EACH OF THE ANGLE IS A RIGHT ANGLE. 3-DIAGONALS ARE EQUAL.

SUMMARY

Page 21: PRESENTATION ON QUADRILATERAL

SQUARE-A RECTANGLE WITH SIDES OF EQUAL LENGTH .PROPERTIES-1-ALL OF A PARELLELOGRAM, RHOMBUS & RECTANGLE.

SUMMARY

Page 22: PRESENTATION ON QUADRILATERAL

KITE-A QUDRILATERAL WITH EXACTLY TWO PAIRS OF EQUAL CONSECUTIVE SIDES.

SUMMARY

Page 23: PRESENTATION ON QUADRILATERAL

Thank you


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