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    Quadrature, Rectification, Volume and Surface Area of Revolution

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    Nitish Pokhrel
    The document discusses quadrature, which is the process of finding the area of a plane region. It involves calculating the area under a curve between the x-axis limits from a to b using the formula: Area = ∫ from a to b f(x) dx. The document also mentions finding the volume and surface area obtained by revolving a region about the x-axis or y-axis.

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    Quadrature, Rectification, Volume and Surface Area of Revolution

    Uploaded by

    Nitish Pokhrel
    7 views2 pages
    The document discusses quadrature, which is the process of finding the area of a plane region. It involves calculating the area under a curve between the x-axis limits from a to b using the formula: Area = ∫ from a to b f(x) dx. The document also mentions finding the volume and surface area obtained by revolving a region about the x-axis or y-axis.

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    Quadrqture,rec......

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    The document discusses quadrature, which is the process of finding the area of a plane region. It involves calculating the area under a curve between the x-axis limits from a to b using the formula: Area = ∫ from a to b f(x) dx. The document also mentions finding the volume and surface area obtained by revolving a region about the x-axis or y-axis.

    Copyright:

    © All Rights Reserved
    Download as PPTX, PDF, TXT or read online from Scribd
    Download as pptx, pdf, or txt
    7 views2 pages

    Quadrature, Rectification, Volume and Surface Area of Revolution

    Uploaded by

    Nitish Pokhrel
    The document discusses quadrature, which is the process of finding the area of a plane region. It involves calculating the area under a curve between the x-axis limits from a to b using the formula: Area = ∫ from a to b f(x) dx. The document also mentions finding the volume and surface area obtained by revolving a region about the x-axis or y-axis.

    Copyright:

    © All Rights Reserved
    Download as PPTX, PDF, TXT or read online from Scribd
    Download as pptx, pdf, or txt
    of 2

    Unit-XV

    Quadrature, Rectification, Volume and


    surface area of Revolution:

    Quadrqture: The process of finding area of a plane region is called quadrature.

    Area in cartesian co-ordinates : B Y=f(x)

    Area of the region ABDC= Q


    S
    P R

    X=b
    X=a
    O C L M D
    A

    B (a,0)
    o

    Ans.

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