Mathematics

# $\int _ { e ^ { 1 } } ^ { e ^ { 2 } } \left| \dfrac { \log x } { x } \right| d x =?$

##### ANSWER

$3/2$

Its FREE, you're just one step away

Single Correct Medium Published on 17th 09, 2020
Questions 203525
Subjects 9
Chapters 126
Enrolled Students 84

#### Realted Questions

Q1 Single Correct Medium
Evaluate the following as the limit of sum :
$\displaystyle\int_{0}^{2} (x+4) \ dx$
• A. $4$
• B. $6$
• C. $8$
• D. $10$

Asked in: Mathematics - Integrals

1 Verified Answer | Published on 17th 09, 2020

Q2 Subjective Hard
Slove
$\int \dfrac{3 + 2 cos x}{(2 + 3cos x)^2}dx$

Asked in: Mathematics - Integrals

1 Verified Answer | Published on 17th 09, 2020

Q3 Subjective Medium
Prove that:
$\displaystyle \int \tan^{3}2x\sec 2x\ dx$

Asked in: Mathematics - Integrals

1 Verified Answer | Published on 17th 09, 2020

Q4 Single Correct Medium
$\int _{ 0 }^{ 1 }{ \cfrac { logx }{ \sqrt { 1-{ x }^{ 2 } } } } dx=$
• A. $\pi log2$
• B. Both A and B
• C. None of these.
• D. $\cfrac { \pi }{ 2 } log2$

Asked in: Mathematics - Integrals

1 Verified Answer | Published on 17th 09, 2020

Q5 Passage Medium
Let g(x) =$\displaystyle \int_{0}^{x}f\left ( t \right )dt,$ where f is a function
whose graph is show adjacently.
On the basis of above information, answer te following questions.

Asked in: Mathematics - Integrals

1 Verified Answer | Published on 17th 09, 2020