Miscellaneous Exercise (Que. 1 to 5) | Class 11 Maths Chapter 4 | CBSE 2024-25

preview_player
Показать описание
=======================================================
=======================================================

✅ In this video,

✔️ Class:11th
✔️ Subject: Maths
✔️ Chapter: Complex Numbers & Quadratic Equations (Chapter 4)
✔️ Topic Name: Miscellaneous Exercise (Que. 1 to 5)
✔️ Topics Covered In This Video (By Zeeshan Sir): Unlock the secrets to mastering Class 11 Maths with our latest video on 'Miscellaneous Exercise (Que. 1 to 5)' within Chapter 4 - Complex Numbers & Quadratic Equations. Dive deep into the core concepts, formulas, and problem-solving techniques vital for success in your math journey. Elevate your understanding and ace your exams with comprehensive explanations and practical examples provided by Zeeshan Sir.
=======================================================
00:00 Introduction - Complex Numbers & Quadratic Equations - Miscellaneous Exercise (Que. 1 to 5)
02:08 Que. 1 Evaluate
12:47 Que. 2 For any two complex numbers z, and z2, prove that Re (z, z2) = Rez, Rez2 - Imz, Imz2
23:58 Que. 3 Reduce
40:15 Que. 4 If x-iy
56:37 Que. 5 If z1 = 2-i, z2 = 1 + i,
01:02:26 Website Overview
=======================================================
Why study from Magnet Brains?

Magnet Brains is an online education platform that helps to gives you NCERT/CBSE curriculum-based full courses free from Kindergarten to Class 12th so that you can perform well in any and all exams you give in your academic career.

👉 Contact us 🤑🤑

#miscellaneousexercise #complexnumbersandquadraticequations #class11maths #class11 #maths #mathematics #chapter4 #mathsclass11 #ncert #newsession2024_25 #cbse2024_25

miscellaneous exercise on chapter 4 class 11
miscellaneous exercise on chapter 4
miscellaneous exercise chapter 8 class 11
class 11 maths chapter 4 miscellaneous exercise solutions
Class 11 Maths Chapter 4

Рекомендации по теме
Комментарии
Автор

Sir aapka padhaya bohot jaldi samajh ata ha

IshantFFmaster
Автор

Sir please study demorives theorem complex numbers

HitherGaming
Автор

Sir please study demorives theorem complex numbers

HitherGaming
Автор

Sir please study demorives theorem complex numbers

HitherGaming