RD Sharma Class 9 Maths Chapter 1 Exercise 1.5 Solutions | Number System
Автор: Vishal Jihuli
Загружено: 2026-02-05
Просмотров: 2
Описание:
class 9 maths RD Sharma exercise 1.5 full solution
In this comprehensive session, we provide detailed, step-by-step solutions for Exercise 1.5 of RD Sharma Mathematics for Class 9. This exercise is critical for understanding the relationship between real numbers and their representation on the number line.
We cover everything from conceptual fill-in-the-blanks about rational and irrational numbers to the complex geometrical representation of irrational roots like \sqrt{6}, \sqrt{7}, \sqrt{8} and decimal roots like \sqrt{3.5}, \sqrt{9.4}, \sqrt{10.5} on the real number line.
📌 Key Topics Covered in This Video:
Real Number Concepts: Why every point on a number line corresponds to a unique real number.
True/False Statements: Clarifying myths about \pi and number line representation.
Geometrical Representation: Step-by-step guide to plotting \sqrt{6}, \sqrt{7}, and \sqrt{8} using the spiral/arc method.
Decimal Root Representation: The universal method for representing any \sqrt{x} (like \sqrt{3.5}) using semi-circles and perpendiculars.
Pythagorean Logic: Understanding the math behind the construction (x, \frac{x-1}{2}, \frac{x+1}{2} relationships).
⏰ Chapters (Timestamps):
00:00 Intro & Solution to Exercise 1.5 Q1 (Fill in the blanks)
02:51 Q2: Examining True and False Statements (Real Numbers & \pi)
04:06 Q3: Representing \sqrt{6} on the Number Line (Step-by-Step)
11:24 Q3: Representing \sqrt{7} and \sqrt{8} on the Number Line
18:18 Q4: Universal Method for \sqrt{x} (Decimal Roots)
20:06 Construction: Representing \sqrt{3.5} on the Real Number Line
28:51 Mathematical Proof for the Semi-circle Construction Method
32:45 Summary & Upcoming Exercises
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Tags/Keywords:
Class 9 Maths, RD Sharma Solutions, Number Systems Class 9, RD Sharma Exercise 1.5, Representing Irrational Numbers on Number Line, Root 6 on Number Line, Root 3.5 on Number Line, Class 9 Maths Chapter 1, Vishal Jihuli Maths, Real Number System.
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