123IITJEE

123IITJEE

Skip to content

Admission
LIVE 1:1 Classes
LIVE & Recorded Classes
Recorded Classes
- XI/XII/XII-Pass
- Foundation
Study Material
Test Series
- XI/XII/XII-Pass
- Foundation
Results & Testimonials
Access Courses
Contact

Search for:

Evaluate \(\int {\left\{ {{{\left( {\frac{x}{e}} \right)}^x} + {{\left( {\frac{e}{x}} \right)}^x}} \right\}} \ln xdx\)

March 4, 2014 Manish Verma Leave a comment

Evaluate,

Solution

Let

The given integral =

[gview file=”https://123iitjee.manishverma.site/wp-content/uploads/sites/3/2014/03/Indefinite-Integration-Problem-Solution.pdf”]

Refer: http://courses.manishverma.site/mod/page/view.php?id=676

Share this:

Click to share on Twitter (Opens in new window)
Click to share on Facebook (Opens in new window)

Related

Post navigation

Previous PostPlano-Convex Lens Having 3 mm Thickness Next PostSolid State Applications

Leave a ReplyCancel reply

IIT-JEE & NEET Coaching by IIT Alumnus Online and Bhopal

Admission
LIVE 1:1 Classes
LIVE & Recorded Classes
Recorded Classes
- XI/XII/XII-Pass
- Foundation
Study Material
Test Series
- XI/XII/XII-Pass
- Foundation
Results & Testimonials
Access Courses
Contact

Blog Posts

$f(x) = {\left( {\frac{x}{\pi }} \right)^x} + {\left( {\frac{\pi }{x}} \right)^x}$
$\sqrt {7 – \sqrt {7 + \sqrt {7 – \sqrt {7 + …..} } } }$
$f(x) = \int\limits_0^x {{\pi ^t}(t – e)(t – \pi )dt} $
$7f(x) + 5f\left( {\frac{1}{x}} \right) = x + 1$ …
${x^5}({x^3} – {x^2} – x + 1)$ + $x(3{x^3} – 4{x^2} – 2x + 4) – 1 = 0$

Search for:

Open Lectures

Lectures for IIT-JEE
Lectures for Foundation IX/X

Subscribe to Posts via Email

Email Address

Join 5,644 other subscribers

Sound Engineering

JEE Main & Advanced Preparation Online / India (Bhopal)

All rights reserved. 123IITJEE, Where Technology Meets Quality Education!

Powered by manishverma.site