Difference between revisions of "DSERT - 8 - Maths :: Theorems on Triangles"
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|Theorems || ತೀಯರಮ್ಸ್ || ಪ್ರಮೇಯಗಳು | |Theorems || ತೀಯರಮ್ಸ್ || ಪ್ರಮೇಯಗಳು |
Revision as of 10:47, 20 December 2017
Go To: DSERT-Mathematics-Grade 8
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[Author - Kripa S]
Objective: Explain theorems on triangles
Subtopics to be covered:
- Classify different types of triangles based on sides and angles.
- Angle sum property of a triangle.
- Identify the interior and exterior angles of a triangle.
Learning Outcome:
- Students can identify a triangle from set based on the specifics
- They can solve problems based on angles of a triangle from given data of interior angles and exterior angle.
[Author - Kripa S]
http://ktbs.kar.nic.in/new/website%20textbooks/class8/8th-kannada-maths-2.pdf#page=55 (Kannada Medium)
http://ktbs.kar.nic.in/new/website%20textbooks/class8/8th-english-maths-2.pdf#page=52 (English Medium)
[Contributor - Kripa S]
https://i.ytimg.com/vi/QcNhjweG70M/maxresdefault.jpg (Classification of Triangles)
http://ictedusrv.cumbria.ac.uk/maths/SecMaths/U5/U5/images/pic025.jpg (Classification of triangles into sets)
[Contributor - Prathima Kamath]
https://drive.google.com/open?id=0BzNF2YyqQxJ-RmxTZTNrWWRrMWM
[Contributor - Padmashree Sastry]
Term | Transliterated Term | Translated Term |
Theorems | ತೀಯರಮ್ಸ್ | ಪ್ರಮೇಯಗಳು |
Triangle | ಟ್ರೈ ಅಂಗಲ್ | ತ್ರಿಭುಜ |
Classify | ಕ್ಲಾಸಿಫೈ | ವರ್ಗೀಕರಿಸು |
Angle | ಆಂಗಲ್ | ಕೋನ |
Sides | ಸೈಡ್ಸ್ | ಬಾಹು |
Property | ಪ್ರೊಪರ್ಟೀ | ಗುಣಲಕ್ಷಣ |
Exterior angles | ಎಕ್ಸ್ಟೀರಿಯರ್ ಅಂಗಲ್ | ಹೊರಕೋನಗಳು |
Interior angles | ಇಂಟೀರಿಯರ್ ಅಂಗಲ್ | ಒಳಕೋನಗಳು |
Logically | ಲಾಜಿಕಲಿ | ತಾರ್ಕಿಕವಾಗಿ |
Collinear | ಕೊಲಿನೀಯರ್ | ಏಕರೇಖಾಗತ |
Vertices | ವರ್ಟಿಸಿಸ್ | ಶೃಂಗಗಳು |
Equilateral | ಈಕ್ವಿಲಾಟರಲ್ | ಸಮಬಾಹು |
Isosceles | ಐಸಾಸೆಲೆಸ್ | ಸಮದ್ವಿಬಾಹು |
Scalene | ಸ್ಕೇಲ್ಲೀನ್ | ಅಸಮಬಾಹು |
Acute angle | ಅಕ್ಯೂಟ್ ಅಂಗಲ್ | ಲಘುಕೋನ |
Right angle | ರೈಟ್ ಅಂಗಲ್ | ಲಂಬಕೋನ |
Obtuse angle | ಒಬ್ತ್ಯೂಸ್ ಅಂಗಲ್ | ಅಧಿಕ ಕೋನ |
Interior opposite angle | ಇಂಟೀರಿಯರ್ ಒಪೋಸಿಟ್ ಅಂಗಲ್ | ಅಂತರಾಭಿಮುಖ ಕೋನ |
[Contributor - Prathima Kamath]
https://drive.google.com/open?id=0BzNF2YyqQxJ-X0UySjZNNGdPX2c
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