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maths-surface area

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there is a groove which is in a cylindrical form and is made in a cylindrical piece of wood of length 17.5cm. The groove is filled with graphite and the cylindrical graphite block is of same length as that of wooden piece. If the diameter of the graphite cylinder is 3mm and outer diameter of the wooden cylinder is 10mm. find the volume of the wood and volume of the graphite used

  • maths-surface area - ,

    volume of whole cylinder
    = π(5^2)(175) mm^3 = 4375π mm^3

    volume of graphite
    = π(1.5^2)(175
    = 393.75π mm^3

    volume of wood = 4375π - 393.75π = 3981.25π mm^3
    = appr 12507.5 mm^3

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