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evaluate  ∫[ex(1-x2) / (1+x2)]dx


 how can i write it in mathematical way by computer ? i mean to say from where i get mathematical tool .

3 years ago

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Answers : (2)

                                        

i think that facility is not providing by askiitians


 


any way try it

3 years ago
                                        

Download MathType, a free download software for typing all mathematical equations. It is a trial version for 30 days but you can either buy it, or uninstall and install it every 30 days.

3 years ago

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evaluate the following integral ∫ a / b + ce^x dx
 
 
Ans: Hello student, Please find the answer to your question below
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Jitender Singh one year ago
please some one can derrive this theorem for alpha equal to beta i had shown in the image attached
 
 
Dear Student, Since, the angle substended by an arc of a circle at the center is double the angle substended by the arc in alternate segment. Therefore the angle alpha = 2*angle substend at...
  img
Vijay Mukati one month ago
Please it would be grateful if anybody could tell me the integration of xtan(x)dx
 
 
As it will result in the recursive equation and therefore it will be requried to convert into some special function.
  img
Vijay Mukati one month ago
 
I will try to provide it whenever I will be free. Thanks.
  img
Vijay Mukati one month ago
 
HIint. Please use the product rule for the integration here. Consider the x as 1 st term and tanx as second. Thanks.
  img
Vijay Mukati one month ago
hey, tell me which book i should use for the preparation of mathematics algebra for iit jee advance
 
 
HIGHER ALZEBRA – BY HALL AND KNIGHT ,ARIHANT PUBLICATIONS. IS MOST USEFUL FOR PROBLEMS , CONTAINS OVER 2000 PROBLEMS . ONE CAN USE CENGAGE INDEPENDENT VOLUME {ALZEBRA} FOR THEORY , AND...
 
sri tanish 21 days ago
Image attached ….....
 
 
Hello student, Please find answer to your question Similarly, you can prove for n,
  img
Jitender Singh one year ago
 
Sir explain this solution. I n = d n-1 /dx n-1 [x n-1 + nx n-1 log x ] In = (n-1) d n-2 / dx n-2 x n-2 + n d n-1 / dx n-1 (x n-1 logx) I n = (n-1 ) ! + nI n-1 In – nI n-1 =(n-1)! Proved
 
milind one year ago
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