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MATHS TEACHER
QUADRILAT
ERALS
Get
Started Introduction
Collinear points
Example
Quadrilateral
Example
Summary
MIND MAP
Collinear pints:
Three or more points that lie in a straight line.
(1) (2)
P,Q,R Are collinear
A,B,C are collinear
X,Y,Z are non-collinear D,E,F are non- collinear
On joining three non-collinear points in pairs, the figure so obtained is
a triangle.
INTRODUCTION
Now,
let us mark four points and see what we obtain on joining them in pairs in
some order.
1) lf all the points are collinear (in the same line), we obtain a line
Segment.(i)
2)lf three out of four points are collinear, we get a triangle.(ii)
3) lf no three points out of four are collinear, we obtain a closed
figure with four sides.(iii) & (iv)
Such a figure formed by joining four points in an order is called a
“Quadrilateral”
QUADRILATERAL
• A quadrilateral has four sides, four angles and four vertices
• In quadrilateral ABCD, AB, BC, CD and DA are the four
sides; A, B, C and D are the four vertices and
• ∠ A, ∠ B, ∠ C and ∠ D are the four angles formed at the
vertices.
• Now join the opposite vertices A to C and B to D
AC and BD are the two diagonals of the quadrilateral ABCD
QUADRILATERAL
EXAMPLE
Types of quadrilaterals

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Quarulaterals BY RAMBABU SIRIPURAPU

  • 3. Collinear pints: Three or more points that lie in a straight line. (1) (2) P,Q,R Are collinear A,B,C are collinear X,Y,Z are non-collinear D,E,F are non- collinear On joining three non-collinear points in pairs, the figure so obtained is a triangle. INTRODUCTION
  • 4. Now, let us mark four points and see what we obtain on joining them in pairs in some order. 1) lf all the points are collinear (in the same line), we obtain a line Segment.(i) 2)lf three out of four points are collinear, we get a triangle.(ii) 3) lf no three points out of four are collinear, we obtain a closed figure with four sides.(iii) & (iv) Such a figure formed by joining four points in an order is called a “Quadrilateral” QUADRILATERAL
  • 5. • A quadrilateral has four sides, four angles and four vertices • In quadrilateral ABCD, AB, BC, CD and DA are the four sides; A, B, C and D are the four vertices and • ∠ A, ∠ B, ∠ C and ∠ D are the four angles formed at the vertices. • Now join the opposite vertices A to C and B to D AC and BD are the two diagonals of the quadrilateral ABCD QUADRILATERAL