Miscellaneous Exercise Q1-Q7 - Application of Integrals | Class 12 Maths Chapter 8 (2022-23)

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✅ In this video,

✔️ Class: 12th
✔️ Subject: Maths
✔️ Chapter: Application of Integrals (Chapter 8)
✔️ Topic Name: Miscellaneous Exercise Solutions
✔️ Topics Covered in This Video: Solution of Miscellaneous Exercise Q1-Q7
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0:00 Introduction: Miscellaneous Exercise Solutions
0:42 Questions - 1 to 4: Miscellaneous Exercise Solutions: Application of Integrals (Chapter 8)
1. Find the area under the given curves and given lines:
01:12:21 Questions - 5 to 7: Miscellaneous Exercise Solutions: Application of Integrals (Chapter 8)
5. Find the area bounded by the curve y = sin x between x = 0 and x = 2π.
02:08:01 Website Overview
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crystal clear mam thank you so much😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊😊

ranjeetsoni
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For 2023-24 session syllabus on miscellaneous excercise questions no 1, 4, 5, 16, 17
Please tell me how many students will attempt this exam because I'm also a candidate for this 😊

soul-Scape-jp
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Doubt :-
Question no. 5
Can we find the area as:
Area=2× integration of sinx from 0 to π ??
As we know it is symmetrical but has opposite signs but area is always positive so we can consider it as same like previous questions and find the region of one cure multiply by 2...

Aaillly
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Thank you mam it's very helpful and easy

abhinavchernapally
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Verny nice it easy easy good teacher mam

Ayush
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#3. I have seen this lecture today. And you explain any concept in easy language, sir. 13th November 2022

ayushadarsh
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Good evening ma'am....& Very nice ma'am

babequeen
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Mam your level of patience is amazingg😍😍

yashika
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mam ap is hairstyle mai bohot jyada khoobsurat lag rahe ho❤😊

shortvideosongstatus
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Thank you ma'am for this amazing explanation
😊😊

NikitaVerma-xe
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Thank you so much ma'am This video is helpful for me

SabitaBehera-hqqo
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Par mae outer area bhi lae skte hai kya?

MandeepKaur-isnb
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Ma'am, you write the formula and do not erase it, write it on the side. And the question you are solving, give a chance to take schreenshort so that notes can be made. And whatever you write, let it take

ayushadarsh
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Mam if 1rst quadrant hadn't mentioned, then, we'd be find to area between parabola, x=0, y=1 & y=4 . thanks .

shachisharma
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Where is 8.2 exercise of this chapter?

armaanbishnoi
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Website पर।video क्यो नहीं चल रहा हैं मैम

vijaykumar-hqms
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Thanks mam ❤

[ 23. July. Monday. 2024]

ManeeshBytesJEE
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mera man ho gya tha ki main x se x cut kar d u [1.41.3]

RadheKodas_