Real Numbers Class 9 Maths: Complete Theory in One Shot
EDIQ
0:00 / 0:00
Real Numbers Class 9 Maths: Complete Theory in One Shot
14 просмотров · 2 дня назад
EDIQ
44 подписчика
14 просмотров · 2 дня назад
📚 *Class 9 Maths Chapter 3 | Real Numbers | Decimal Expansion | Terminating & Recurring Decimals | EDIQ by LearnIN*
*Namaste Students! 👋 Welcome to EDIQ by LearnIN!*
Class 9 Maths *Chapter 3 – Real Numbers* ke is lecture mein hum *Real Numbers aur Decimal Expansion* ke important concepts ko easy, step-by-step approach ke saath samjhenge.
Is lecture mein hum dekhenge ki *Rational aur Irrational Numbers* ko kaise identify karein aur decimal representation ko kaise understand karein. Saath hi, hum seekhenge ki kaise bina lengthy division ke determine kiya ja sakta hai ki kisi number ka decimal expansion *Terminating* hai ya **Recurring/Non-Terminating**.
🎯 *What You’ll Learn:*
✅ Absolute Value of Numbers
✅ Density of Rational Numbers
✅ Identification of Irrational Numbers
✅ Real Numbers and their Representation
✅ Decimal Expansion of Real Numbers
✅ Terminating & Recurring Decimals
✅ Converting Decimals into *p/q Form*
✅ Easy Examples & Exam-Oriented Concepts
📖 Concepts ko simple examples ke through explain kiya gaya hai, taaki aap apne *Class 9 Maths fundamentals* ko strong bana sakein aur exam questions ko confidently solve kar sakein.
⏱️ *Timestamps:*
00:00 – Welcome to the World of Mathematics
00:53 – Absolute Value ka Concept
05:27 – Density of Rational Numbers
08:51 – Identifying Irrational Numbers
12:30 – Understanding Real Numbers
16:08 – Decimal Expansion
31:54 – Converting Decimal into p/q Form
🔥 *EDIQ Mantra:*
*Strong Concepts + Smart Practice + Exam Confidence*
📌 *Subscribe to EDIQ by LearnIN* for regular Class 9 & 10 Maths lectures, revision sessions, concept videos, and foundation preparation.
💬 *Comment below:* Aapko agla kaunsa Maths topic samajhna hai?
🌐 *LearnIN:* learnin.org.in
📺 *EDIQ by LearnIN:* @EDIQbyLearnIN
📸 *Instagram:* @learnin
#EDIQ #EDIQbyLearnIN #Class9Maths #RealNumbers #DecimalExpansion #TerminatingDecimals #RecurringDecimals #RationalNumbers #IrrationalNumbers #Maths