An Indoor Physical Fitness Room Cionsists Of A Rectangular Region With A Semicircle On Each End. The?

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perimeter of the room is to be a 200 meter running track. What measurements will produce a maximum area of the rectangle?

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One Response to “An Indoor Physical Fitness Room Cionsists Of A Rectangular Region With A Semicircle On Each End. The?”

  • An indoor physical fitness room cionsists of a rectangular region with a semicircle on each end. The perimeter of the room is to be a 200 meter running track. What measurements will produce a maximum area of the rectangle?
    jill a here it is:
    Let
    D = diameter of the Circle
    L = Length of the Rectangle
    W = Width of the Rectangle
    Circumference of the Circle = ?D ? eq 1
    Perimeter = Circumference of the Circle + 2L
    Rectangle area is said to be maximize when there Length and Width are equal.
    So therefore
    Length = Width or Width = Diameter or Length = Diameter
    So: Perimeter = Circumference of the Circle + 2L
    Perimeter = ? D + 2D
    Perimeter = D(? + 2)
    200 = D(5.14)
    =====================================
    Ans::: Length = Diameter
    Diameter = 38.91 meters
    =====================================
    Hope this helps

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