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Скачать или смотреть 8th Class Maths | Chapter 3 | Exercise 3.6 | Construction of Quadrilaterals | Nivas Info

  • Nivas Info
  • 2020-07-27
  • 62962
8th Class Maths | Chapter 3 | Exercise 3.6 | Construction of Quadrilaterals | Nivas Info
8th Class Maths8th Class Mathematics8th Class Chapter 3 Construction of Quadrilaterals8th Class Maths Chapter 3 Exercise 3.68th Class Maths Chapter 3 Construction of Quadrilaterals Exercise 3.6class 8th Maths in Englishclass 8th Maths in Teluguclass 8th mathematics in English and TeluguNivas infonivas info 8th class maths chapter 3 exercise 3.68 వ తరగతి గణితం అధ్యాయం 3 అభ్యాసం 3.68th class maths text book solutions telangana and andhra pradesh
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Описание к видео 8th Class Maths | Chapter 3 | Exercise 3.6 | Construction of Quadrilaterals | Nivas Info

చతుర్భుజాల నిర్మాణాలు | 8 వ తరగతి గణితం | అధ్యాయం 3 అభ్యాసం 3.6
All 8th Class Mathematics Text Book Solutions for Telugu and English Medium Students TS / AP from Nivas Info
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Other Video Links :
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Exercise – 1 :    • Construction of Quadrilaterals | Exercise ...  
Exercise – 2 :    • 3 Construction of Quadrilaterals  | Exerci...  
Exercise – 3 :    • 3.3 Construction of Quadrilaterals | Exerc...  
Exercise – 4 :    • 3 Construction of Quadrilaterals | Exercis...  
Exercise – 5 :    • 3 Construction of Quadrilaterals - చతుర్భు...  
All 8th Class Maths :    • Class 8 Maths  
Basic Math’s Videos :    • Плейлист  
9th Class Maths :    • Class 9 Mathematics  
10th Class Maths :    • Class 10 Mathematics  
All 7th Class Maths :    • Class 7 Mathematics  
All 6th Class Maths :    • Class 6 Mathematics  
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Some Important Points about Quadrilaterals:
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1. Five independent measurements are required to draw a unique quadrilateral
2. A quadrilateral can be constructed uniquely, if
(a) The lengths of four sides and one angle are given
(b) The lengths of four sides and one diagonal are given
(c) The lengths of three sides and two diagonals are given
(d) The lengths of two adjacent sides and three angles are given
(e) The lengths of three sides and two included angles are given
3. The two special quadrilaterals, namely rhombus and square can be constructed when two diagonals are given.
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In This Chapter :
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Introduction to Construction of Quadrilaterals
Quadrilaterals and their Properties
Constructing a Quadrilateral
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Exercise - 3.6
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Construct quadrilaterals for measurements given below :
(a) A rhombus CART with CR = 6 cm, AT = 4.8 cm
(b) A rhombus SOAP with SA = 4.3 cm, OP = 5 cm
(c) A square JUMP with diagonal 4.2 cm.
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