Heron’s Formula Class 9 | Proof + Examples Solved | CBSE Maths 2026 Chapter Area of Triangle

Описание: Heron’s Formula Class 9 | Proof + Examples Solved | CBSE Maths 2026 Chapter Area of Triangle
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Full explanation of Heron’s Formula – Introduction, Derivation, Proof & Example Problems for Class 9 CBSE 2026 — complete step-by-step concept building + solved numericals that will come in board level competency based questions.

🎯 Topics Covered In This Video:
✅ Introduction to Heron’s Formula:

• Why Heron created this formula
• Proof of Heron's Formula
• When to use this formula (when height is not given)
• Formula for area of triangle when all sides are known

Heron’s Formula:
Area = √( s(s–a)(s–b)(s–c) )

Where
s = (a + b + c) / 2 (semi-perimeter)

✅ Derivation / Proof of Heron’s Formula:

• Using Pythagoras theorem
• Splitting triangle into 2 right triangles
• Key algebraic steps
• Final result with simplified root form
• How to present proof properly in Board Exams (Given – To Prove – Construction – Proof)

✅ Numericals / Examples Solved:

• Finding area of scalene triangle
• Finding missing side using formula
• Application in real life – plot boundary problems
• CBSE PYQ type Qs
• NCERT Exercise Questions discussion
• Competency Based Questions for CBSE 2026

🧾 Perfect For:

• CBSE 2026 Class 9 Students
• NCERT Chapter Triangles | Area of Triangle
• Exam Revision + Numericals Practice

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