vshodha classes

Directions

vshodha classes online Coach for Competitive exams

28/09/2026
28/09/2026

📐 Why is (A + B)² greater than A² + B²? 🤔

In this 1½-minute Class 9 Maths video, we explore the algebraic identity:

(A + B)² = A² + B² + 2AB

But the interesting question is:
👉 What exactly has to be added to A² + B² to make it equal to (A + B)²?

Let’s understand the identity conceptually and see where the 2AB comes from! ✨

📚 NCERT Class 9 Maths | Exploring Algebraic Identities
🧠 Learn the concept, not just the formula!

Mathematics MathsForStudents LearnMaths MathsTricks Class9 NCERT ConceptBasedLearning ExploreMaths MathsEducation StudyMaths

27/09/2026

📚 Class 9 Maths | Simplifying Rational Algebraic Expressions

How do we simplify a given rational algebraic expression step by step? 🔢

In this 1.5-minute video, let’s simplify a Class 9 NCERT question from Exploring Algebraic Identities using the right algebraic identities and concepts.

✨ Understand the method
✨ Apply algebraic identities correctly
✨ Simplify without confusion

Perfect for Class 9 students preparing for exams and strengthening their algebra basics.

📌 Save this video for quick revision!

AlgebraicExpressions MathsTricks MathsConcepts Class9NCERT MathsRevision LearnMaths Mathematics NCERT MathsForStudents VishodhaClasses

26/09/2026

🔢 Why is any non-zero number raised to the power 0 equal to 1?

Have you ever wondered why
a⁰ = 1? 🤔

In this short 2½-minute video, understand the logic behind the zero exponent rule instead of simply memorising it.

✨ Learn the pattern
🧠 Understand the concept
📚 Strengthen your Maths fundamentals

Watch till the end and discover why a⁰ = 1 for every non-zero value of a!

Powers Algebra Class10Maths Class9Maths LearnMaths MathsTricks ConceptBasedLearning MathematicsEducation ScienceAndMaths VishodhaClasses

25/09/2026

📐 Can you prove (A + B)² = A² + 2AB + B² without memorising it?

In this 1.5-minute video, discover the geometrical proof of the algebraic identity:

(A + B)² = A² + 2AB + B²

See how a square can be divided into smaller squares and rectangles to visually understand where A², 2AB, and B² come from. 🔷

✨ Learn the concept, understand the logic, and remember the identity naturally!

GeometricalProof MathsConcepts LearnMaths MathsTricks CBSEMaths StateBoard Class10 MathsTeacher ConceptBasedLearning LearnWithUnderstanding

Address

Sangolli Rayanna Nagar Dharwad
Dharwad

Website

Alerts

Be the first to know and let us send you an email when vshodha classes posts news and promotions. Your email address will not be used for any other purpose, and you can unsubscribe at any time.

Shortcuts

Share

Category