Exercise 3.4 (Q5–Q7) | Binary Relation of Sets |Inverse Relation & Arrow Diagram| Class 9 Maths
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Exercise 3.4 (Q5–Q7) | Binary Relation of Sets |Inverse Relation & Arrow Diagram| Class 9 Maths
87 просмотров · 1 мес. назад
Frontier Maths
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87 просмотров · 1 мес. назад
Welcome to Frontier Maths Channel! 🎓📚
In this detailed and easy-to-understand lecture, we will solve NBF Class 9th Mathematics Exercise 3.4 (Questions 5–7) step by step.
This lecture focuses on the concept of Binary Relations of Sets, including Domain of a Relation, Range of a Relation, finding all possible binary relations, and calculating the number of binary relations using the formula . Every question is explained with clear concepts, proper mathematical notation, and easy methods to help students prepare confidently for their board examinations.
📖 What You Will Learn
✅ Exercise 3.4 – Questions 5 to 7
✅ What is a Binary Relation of Sets?
✅ How to represent a Binary Relation
✅ How to find the Domain of a Relation
✅ How to find the Range of a Relation
✅ Finding all possible Binary Relations
✅ Number of Binary Relations using the formula
✅ Step-by-step solutions of all questions
✅ Concept-based explanations
✅ Board exam preparation tips
📌 Important Topics Covered
🔹 Binary Relation between two sets
🔹 Cartesian Product
🔹 Domain of a Relation
🔹 Range of a Relation
🔹 Ordered pairs in relations
🔹 Finding all possible relations
🔹 Exam-focused problem-solving techniques
💡 Special Focus of This Lecture
You will learn how to:
Define a Binary Relation between two sets.
Find the Domain and Range of a given relation.
List all possible binary relations for small sets.
Calculate the total number of binary relations using the formula: 2^n(A×B)
with complete step-by-step explanations.
🌟 About Frontier Maths
Frontier Maths provides easy, clear, and exam-focused Mathematics lectures for Class 9th, 10th, 11th, 12th, and Higher Mathematics students.
Our lectures include:
📌 NBF Mathematics textbook solutions
📌 Chapter-wise and exercise-wise lectures
📌 Step-by-step explanations
📌 Conceptual questions
📌 Important formulas
📌 Board exam preparation
📌 Easy methods for difficult questions
📚 This lecture is part of our NBF Class 9th Mathematics Chapter 3 complete lecture series.
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