User contributions
30 May 2019
A Trapezium and its properties
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Quadrilaterals
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A Trapezium and its properties
Preeta moved page Trapezium to A Trapezium and its properties without leaving a redirect
mA Trapezium and its properties
Activity No # Construct an isosceles trapezium and study its properties
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Deriving formula for area of a trapezium
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Deriving formula for area of a trapezium
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Construction of Trapezium
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Construction of Trapezium
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Construction of Trapezium
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Construct an isosceles trapezium and study its properties
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Construct an isosceles trapezium and study its properties
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Quadrilaterals
Concept 3: Construction of quadrilaterals
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Quadrilaterals
Concept Map
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A Kite and its properties
Preeta moved page Kite to A Kite and its properties without leaving a redirect
mA Kite and its properties
Activity No # 1. Construction of a kite.
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Deriving formula for area of a kite
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Deriving formula for area of a kite
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Construction of a kite
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Construction of a kite
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Construction of a kite
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File:Quadrilaterals.mm
Preeta uploaded a new version of File:Quadrilaterals.mm
File:7. Quadrilaterals.mm
{{Information |Description ={{en|1=QUadrilaterals mind map}} |Source =ITfC |Author =ITfC |Date =01-05-19 |Name = |Alt_names = |Teaches = |Based_on_url = |Requires = |Assessm...
Quadrilaterals
OER
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Introduction to a square and its properties
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Introduction to a square and its properties
Preeta moved page Square to Introduction to a square and its properties without leaving a redirect
mIntroduction to a square and its properties
Hints for difficult problems
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Pull me to see if I still remain a square
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Pull me to see if I still remain a square
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Area of a square
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Area of a square
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Area of a square
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Area of a square
Created page with "Name of the activity Brief blurb describing what the activity. If this has been borrowed from some external web site (for example, a non OER or OER site which had this idea a..."
Constructing a square
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Constructing a square
Created page with "===Name of the activity=== Brief blurb describing what the activity. If this has been borrowed from some external web site (for example, a non OER or OER site which had this..."
Lines and Angles
Introducing parallel lines
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Supplementary angles
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Complementary angles
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Adjacent angles
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Parallel lines
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Angles associated with parallel lines
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Introducing parallel lines
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Lines and Angles
Concept 1: Angles
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Linear pair axiom : If a ray stands on a line, then the sum of two adjacent angles so formed is 180 degrees
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Linear pair axiom : If a ray stands on a line, then the sum of two adjacent angles so formed is 180 degrees
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Vertically opposite angles
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Supplementary angles
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Complementary angles
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Adjacent angles
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Types of angles
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Introducing formation of angle
Name of the activity
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