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11 November, 23:18

A horse trots in a circle around its trainer at the end of a 22-foot-long rope. Find the area of the circle that is swept out. Round to the nearest square foot.

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  1. 11 November, 23:33
    0
    Step-by-step explanation:

    The horse trots in a circle around its trainer at the end of a 22-foot-long rope. This means that the radius of the circle is 22 feet.

    The formula for determining the area of a circle is expressed as

    Area = πr²

    Where r represents the radius of the circle.

    π is a constant whose value 3.14

    Therefore,

    Area = 3.14 * 22² = 1519.76

    Rounding to the nearest foot, the area of the circle is

    1520 feet²
  2. 11 November, 23:40
    0
    The area that is swept out by the horse is 69 feet square.

    Step-by-step explanation:

    The distance between the horse and the trainer is the radius of the circle form.

    Therefore radius = 22 feet

    π = 22/7 (a constants)

    Area of a circle = πr^2

    Area that is swept out = 22/7 * 22 * 22

    Area = 69.1429
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