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    r is an integer taking values from 1 to 10. f(x) is {pdt.(x+r)}*{summ.(1/x+r)}. f(x) is integrated from x=0 to x=1, and the resultant value obtained is m. Find m.
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    (Original post by Spandy)
    r is an integer taking values from 1 to 10. f(x) is {pdt.(x+r)}*{summ.(1/x+r)}. f(x) is integrated from x=0 to x=1, and the resultant value obtained is m. Find m.
    please post a photo of the question
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    (Original post by TeeEm)
    please post a photo of the question
    Was trying that, but my webcam seems to be messed up. Hold on...
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    (Original post by Spandy)
    Was trying that, but my webcam seems to be messed up. Hold on...
    your phone or scanner or ...
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    NUMBER 5
    Attached Images
     
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    (Original post by Spandy)
    NUMBER 5
    MAN ALIVE!

    I am solving PDEs at the moment and they are nothing compared to this.

    I can only think of doing the actual integration, and I can only think of integration by parts under these signs



    Name:  banging head.jpg
Views: 210
Size:  15.3 KB



    Need time ... and a brain transplant


    Brain is thinking
    reduction formulae (repeated integration by parts)
    change into Beta Functions (limits)
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    (Original post by davros)
    x
    Can you please check out this Q
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    (Original post by TeeEm)
    MAN ALIVE!

    I am solving PDEs at the moment and they are nothing compared to this.

    I can only think of doing the actual integration, and I can only think of integration by parts under these signs







    Need time ... and a brain transplant


    Brain is thinking
    reduction formulae (repeated integration by parts)
    change into Beta Functions (limits)
    Umm, and what might be beta functions?
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    (Original post by Spandy)
    Umm, and what might be beta functions?
    probably not needed here (it is an integral function with identical limits to yours)

    Haven't had a chance to look at it properly as this requires serious thinking
    (I can tell you that the answer is 10 .10! so O know what the answer is but I cannot prove it)

    I am very busy to be looking at hard maths today but I will look at it tomorrow afternoon
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    (Original post by TeeEm)
    probably not needed here (it is an integral function with identical limits to yours)

    Haven't had a chance to look at it properly as this requires serious thinking
    (I can tell you that the answer is 10! so O know what the answer is but I cannot prove it)

    I am very busy to be looking at hard maths today but I will look at it tomorrow afternoon
    Thanks! Your help would be most appreciated!
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    (Original post by Spandy)
    Thanks! Your help would be most appreciated!
    it is done by integration by parts

    differentiate the product (logarithmic differentiation)
    integrate the sum

    still after that is disgusting
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    (Original post by Spandy)
    Thanks! Your help would be most appreciated!
    let me know if you manage it ok.

    beautiful question... (+5)
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    (Original post by TeeEm)
    let me know if you manage it ok.

    beautiful question... (+5)
    No, I couldn't manage it. But then, I checked out the Q online , it was summ.(x+r), not summ.(1/(x+r))
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    (Original post by Spandy)
    No, I couldn't manage it. But then, I checked out the Q online , it was summ.(x+r), not summ.(1/(x+r))
    I managed it correctly to 10 x 10!
    as it was printed on the paper
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    (Original post by TeeEm)
    I managed it correctly to 10 x 10!
    as it was printed on the paper
    :beer:Can you post your method here please?:please:
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    (Original post by Spandy)
    :beer:Can you post your method here please?:please:
    I would love to but posting full solutions is not allowed in this site. As I do not feel I am very popular here I run the risk of being reported ...


    I already added the question in one of my booklets
    (it willbe the last question in this link http://www.madasmaths.com/archive/ma...ons_part_i.pdf)

    Do not download it yet because although I have updated the booklet in my computer I have not uploaded it yet in the site. I am planning to upload in about 6 hours.

    hope you can wait
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    (Original post by TeeEm)
    I would love to but posting full solutions is not allowed in this site. As I do not feel I am very popular here I run the risk of being reported ...


    I already added the question in one of my booklets
    (it willbe the last question in this link http://www.madasmaths.com/archive/ma...ons_part_i.pdf)

    Do not download it yet because although I have updated the booklet in my computer I have not uploaded it yet in the site. I am planning to upload in about 6 hours.

    hope you can wait
    Of course, given that its about midnight here, I believe I should catch up some sleep. Thanks again.:jumphug:
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    (Original post by Spandy)
    Of course, given that its about midnight here, I believe I should catch up some sleep. Thanks again.:jumphug:
    no worries

    you will see it in the morning

    it is Q208

    It takes a long time to download as it is a very big file.

    Goodnight.

    EDIT: I just updated 21.34 GMT your question is on line
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    (Original post by TeeEm)
    no worries

    you will see it in the morning

    it is Q208

    It takes a long time to download as it is a very big file.

    Goodnight.

    EDIT: I just updated 21.34 GMT your question is on line
    Do I have permission to download the entire file, its a treasure trove!
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    (Original post by Spandy)
    Do I have permission to download the entire file, its a treasure trove!
    sure
 
 
 
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