## Integrals Quiz-13

Important topics for Maths has been designed in such a way that it offers very practical and application-based learning to further make it easier for students to understand every concept or topic by correlating it with the day-to-day experiences.

Q1.

then
•

•

•
•

Solution

Q2. The equation of the curve is y=f(x). The tangents at [1,f(1) ],[2,f(2) ] and [3,f(3)] make angle Ï€/6,Ï€/3 and Ï€/4, respectively, with the positive direction of x-axis, then the value of
is equal to

•  -1/√3
•  1/√3
•  0
•  None of these
Solution

Q3.f is an odd function. It is also known that f(x) is continuous for all values of x and is periodic with period 2 If

then
•  g(x) is odd
•  g(n)=0,n∈N
•  g(2n)=0,n∈N
•  g(x) is non-periodic
Solution

Q4. For x∈R and a continuous function f, let

•  -1
•  1
•  2
•  3
Solution

Q5.Let

is
• Ï•(x)=e^x f(x)
• Ï•(x)-e^x f(x)
• 1/2 {Ï•(x)+e^x f(x)}
• 1/2 {Ï•(x)+e^x f'(x)}
Solution

Q6.

then
•

•

•

•

Solution

Q7. ∫(2 sin⁡x)/((3+sin⁡2x))dx is equal to
•

•

•

•    None of these
Solution

Q8. If

then f(1) is equal to
•  -log⁡(√2+1)
•  1
•  1+√2
•  None of these
Solution

Q9.The value of the integral

lies in the interval
•  (0,1)
• (-1,0)
• (1,e)
• None of these
Solution

Q10. If f(x) is continuous for all real values of x, then

is equal to
•

•

•

•

Solution

#### Written by: AUTHORNAME

AUTHORDESCRIPTION

## Want to know more

Please fill in the details below:

## Latest NEET Articles\$type=three\$c=3\$author=hide\$comment=hide\$rm=hide\$date=hide\$snippet=hide

Name

ltr
item
BEST NEET COACHING CENTER | BEST IIT JEE COACHING INSTITUTE | BEST NEET & IIT JEE COACHING: Integrals-Quiz 13
Integrals-Quiz 13
BEST NEET COACHING CENTER | BEST IIT JEE COACHING INSTITUTE | BEST NEET & IIT JEE COACHING
https://www.cleariitmedical.com/2021/07/integrals-quiz-13.html
https://www.cleariitmedical.com/
https://www.cleariitmedical.com/
https://www.cleariitmedical.com/2021/07/integrals-quiz-13.html
true
7783647550433378923
UTF-8

STAY CONNECTED