Use Coupon: CART20 and get 20% off on all online Study Material

Total Price: R

There are no items in this cart.
Continue Shopping
Get instant 20% OFF on Online Material.
coupon code: MOB20 | View Course list

Get extra R 400 off


hoow to change the question into the to take a substitution or a partial fraction or differentiation or adding or subtracting or multiplying on seeing the can we get that idea.My sir said that if you differentiate all the options is it correct.please reply me soon

6 years ago


Answers : (1)


Hello vardhan !


You have aksed so many lines in the question...but you are less specified with each lines....The last line that your said is some how clear to me...because i was also informed with the same quotes by my sir


"If you differentiate all the option you will get correct answer "


This is applicable in case of integeration.....when in question you have to ask to find of integeration of f(x)....and then there is given four option.....and somehow if you are not able to find out its integration....then simply you can differntiate the options....


The option giving f(x) after differentiation is the correct one  


Your  first point to change question formula....... this is not clear to me...what are u asking from this line ? make it more clear ...


How to take substitution . partial fraction...where to multiply and divide ....and all the stuffs..simply means how to approach a question......


It has only one as good practice as you can...practice will give you better class of mind to choose the step how to go through solved examples of books....solve questions from them...then jump tp exercise and JEE question....finally you will get better uderstanding on approach...


I hope you get ma point


With regards



6 years ago

Post Your Answer

Other Related Questions on Integral Calculus

Find the indefinite integral of f(x) = (x^2 + 3)/((x^6)*(x^2 + 1)) ?
the answer is indefinite integral of f(x) = integral of(x^2 + 3)/((x^6)*(x^2 + 1)) -3/5x^5 + 2/3x^3 – 2/x – 2arctanx + c where c is an arbitrary constant
SREEKANTH 4 months ago
indefinite integral of f(x) = (x^2 + 3)/((x^6)*(x^2 + 1)) is : => -3/5x^5 + 2/3x^3 – 2/x – 2arctanx + c
Vikas TU 4 months ago
what is integration? what is uses of integration: how to use integrations in real life?
Integration is an matematical Operation used to caluclate the area or volume of any given region/object.
Vijay Mukati one year ago
mathamatical defination ..the computation of a definite integral, a fundamental concept of calculus, which allows, among many other uses, computing areas and averaging continuous functions. ...
kalyan 4 months ago
integration is the mathematical operation used to caluculate the are under the curve............................or the integration is defined as the sum of...
SREEKANTH 4 months ago
kindly check the image attached give the solutio with full explaination
According to me you should try to put cosx = t and thus it will convert in simple integration of t^8, but remember to change to change the limits of the integration.
HIMANSHU SAXENA one month ago
I have confusion between undefined and infinite. For example,tan 90 degrees is undefined or infinite?Please clarify my doubt.
Tha 90 is undefined because tan90 have different values when we approach it from different side of 90 as shown. Since there right hand and left hand limits of tanx at x= 90 are not same,...
Ajay 2 months ago
range of (x-1) ½ + (5-x) 1 /2 ….................................................................................................
Let y= √(x-1) + √(5-x).Now we will square both sides.y²= x-1 + 5-x + 2√(x-1)√(5-x)Y²= 4 + 2 √-(x²-6x+5)Here,z= x²-5x+6 is a quadratic expression whose range can be calculated by the formula...
Rahul 7 days ago
dfine scalar product .give itsproperties and tow examples tell fast brows
Dear Sreekanth Indla, Scalar product of two vectors is defined as the product of the magnitudes of the two vectors and cosine of the angle between them.
SAI SARDAR 7 months ago
View all Questions »

  • Complete JEE Main/Advanced Course and Test Series
  • OFFERED PRICE: R 15,000
  • View Details
Get extra R 3,750 off

Get extra R 400 off

More Questions On Integral Calculus

Ask Experts

Have any Question? Ask Experts

Post Question

Answer ‘n’ Earn
Attractive Gift
To Win!!!
Click Here for details