Chapter 4 (Balbharati) · Class 8 Maharashtra SSC · Formula Sheet

Altitudes and Medians of a Triangle (त्रिकोणाची उंची आणि मध्यगा) Formulas — Class 8 Maharashtra SSC

Drawing altitudes and medians, centroid, orthocentre properties.

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Worked Examples

1Using: Supplementary Angles

If one angle is 65 degrees, find its supplement.

Step 1: Supplement = 180 - 65

Step 2: = 115 degrees.

Answer: 115 degrees

2Using: Vertically Opposite

Two lines intersect. If one angle is 40 degrees, find the vertically opposite angle.

Step 1: Vertically opposite angles are equal.

Step 2: The angle = 40 degrees.

Answer: 40 degrees

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More Class 8 Maharashtra SSC Formulas

Rational and Irrational Numbers (परिमेय आणि अपरिमेय संख्या)Parallel Lines and Transversal (समांतर रेषा आणि छेदिका)Indices and Cube Root (घातांक आणि घनमूळ)Expansion Formulae (विस्तार सूत्रे)Factorisation (अवयवीकरण)Variation (चलन)

Frequently Asked Questions

How many formulas are in Class 8 Maharashtra SSC Altitudes and Medians of a Triangle (त्रिकोणाची उंची आणि मध्यगा)?+
There are several key formulas in the Altitudes and Medians of a Triangle (त्रिकोणाची उंची आणि मध्यगा) chapter for Class 8 Maharashtra SSC. Each formula is essential for solving problems in this topic.
How to remember Altitudes and Medians of a Triangle (त्रिकोणाची उंची आणि मध्यगा) formulas easily?+
Practice regularly with worked examples, group related formulas together, and use SparkEd's interactive practice mode to reinforce your memory through problem-solving.
Are these Altitudes and Medians of a Triangle (त्रिकोणाची उंची आणि मध्यगा) formulas enough for exams?+
Yes, these formulas cover the complete Maharashtra SSC Class 8 syllabus for Altitudes and Medians of a Triangle (त्रिकोणाची उंची आणि मध्यगा). Practice applying them to different types of questions for full exam readiness.

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