Difference between revisions of "APSB - 7 - Maths :: Construction of triangles"

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(Worksheets)
(Activities)
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=Activities=
 
=Activities=
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[Contributor - Aasma Ahmad]
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1. Ask students to identify for which of the following measurements a triangle cannot be drawn and why?
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# Construct ΔABC in which AB = 4 cm, BC = 5cm and ∠B +∠A = 130°.
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# Construct ΔMAN with MA = 4 cm, ∠M +∠N = 80° and ∠A = 100°.
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# Construct  ΔPQR such that QR = 6 cm,  ∠Q =∠R = 90°.
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# Construct ΔABC, ∠B +∠C = 90, and BC = 6 cm;  AB = 5 cm.
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2. Divide class into 2 teams. Ask both the teams to give measurements to the other team  in the following form, on the basis of which triangles can be drawn -
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# Three sides of the triangle.
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# Two sides and the angle included between them.
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# Two angles and the side included between them
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# Hypotenuse and one adjacent side of a right-angled triangle.
  
 
=Additional Aids=
 
=Additional Aids=

Revision as of 04:33, 16 November 2017

Go To: APSB-Mathematics-Grade 7

[edit]

[Author - Kripa S]


Objective: To learn how to contruct a triangle with given data

Subtopics to be covered:

- Construct when 3 sides given

- Construct when 2 sides and an angle given

- Construct when 2 angles and included side given

- Construct when for a rightangled triangle, one side and hypotenuse given

Learning Outcome:

- Students can construct a triangle based on information given


[Author - Vinaya Santhosh]


https://www.youtube.com/watch?v=JphEvuYbXPs (Construction of Triangles)


[Contributor - Aasma Ahmad]

1. Ask students to identify for which of the following measurements a triangle cannot be drawn and why?

  1. Construct ΔABC in which AB = 4 cm, BC = 5cm and ∠B +∠A = 130°.
  1. Construct ΔMAN with MA = 4 cm, ∠M +∠N = 80° and ∠A = 100°.
  1. Construct ΔPQR such that QR = 6 cm, ∠Q =∠R = 90°.
  1. Construct ΔABC, ∠B +∠C = 90, and BC = 6 cm; AB = 5 cm.

2. Divide class into 2 teams. Ask both the teams to give measurements to the other team in the following form, on the basis of which triangles can be drawn -

  1. Three sides of the triangle.
  2. Two sides and the angle included between them.
  3. Two angles and the side included between them
  4. Hypotenuse and one adjacent side of a right-angled triangle.
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