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                   area under curve
                   

3 years ago

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Are of the cure is the integral of the graph function

3 years ago

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evaluate the following integral ∫ 1 / (sqrt(1 – x^2) ( 2 + 3 sin^-1 (x)) dx
 
 
Ans: Hello student, Please find the answer to your question below
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Jitender Singh one year ago
plz solve the integration question
 
 
integrate x!/(x+n)! ?
 
Akbar Hussain 9 months ago
 
please attach a clear image
 
srikar 9 months ago
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
Prove that
 
 
let y = f(x) g(x) Taking log on both sides log y= g(x) log(f(x)) Taking antilog on both sides y = e g(x) logf(x) Consider log f(x)= log ( 1 + (f(x)-1)) Expansion of log ( 1 + x)= x – x...
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Harsh Patodia 10 months ago
 
Hi Student, Basically subtraction of 1 comes from the derivation. So it must be done. If you want to know the derivation please reply on this thread otherwise its not necessary. You can...
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Harsh Patodia 10 months ago
 
Hi student This is of the type f(x) g(x) which is of form 1 such that f(x) 1 and g(x) Solution of such form is give by e g(x)(f(x)-1) When you will subsitute appropriate values of f(x) and...
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Harsh Patodia 10 months ago
which book should i prefer for a detail clerence of concepts in cordinate geometry for iit jee through advanced level
 
 
i always advise to use cengage series in math by g tewani this is the book will clear all the concepts in detail at advanced level but there are also a mainy of good books in math for...
 
Gayatri Jayesh Bondriya one month ago
If a, b, c are real numbers and satisfy 1/a + 1/b + 1/c = 1/(a+b+c), then the value of ((1/a + 1/b + 1/c)^2007) - (2007 / ( a^2007 + b^2007 + c^2007 )) + ( 2006 / ((a + b + c)^2007 )) is :...
 
 
I don’t the proper method to solve this but you can solve it by this method. Take a=1, b=-1, c=1, then above equation is also satisfied. Value of expression = 1-2007+2006 = 0 So the answer...
 
Anoopam Mishra 17 days ago
 
Please approve.
 
Anoopam Mishra 17 days ago
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