Schaum Series of Integral Calculas| Area & Arc length Ch:21 | Question:7,8 || Part-10
Channel: Mathset
Date: 13/06/2020

Hello everyone

Question:7
 The region under the curve √x + √y = 1 and in the first quadrant.

Question:8
The region bounded by the curves y = sin x, y = cos x, 
x = 0,and x = π/4.

In question 8,
Sorry, At last I did a small mistake, cos(0) = 1 then
 answer is √2 - 1 not √2 + 1.

 In this video I have explained a question which is based on concept of area/arc length. I have explained in a detail way the question and in such a way that zero level student can also understand. This is Schaum Series of Integral Calculas of Ch:21 Area and Arc length. This is important topic for IIT JAM, NBHM, other competitive exams also. It is also important for 11 and 12 standard students.


How to find Area | Part-2 
https://youtu.be/wuFzNEaD0ns 

How to find Arc length | Part-3 https://youtu.be/QX0RDmRjbVw 


You can also watch my previous video of question of this series that is Part-9
https://youtu.be/YGT6jPd3qy0

You can also watch my previous video of question of this series that is Part-8 
https://youtu.be/h1kB-rFdGOg 

You can also watch my previous video of introduction of this series that is Part-1 
https://youtu.be/I4HrA_3GtL8 

 
Basic Differentiation Formulas | Quick Revision
https://youtu.be/dDHt9sqUrGA 

Basic Integration Formulas |
 https://youtu.be/JwfyKnlxYr4 

Rolle's Theorem | Easiest way to remember https://youtu.be/P0VkJDuWr50


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#queofArea
#Schaumseries