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A holding pen for cattle must be square and have a diagonal length of 84 84 meters. a. find the length of a side of the pen. b. find the area of the pen.

  • calculista: we know that
    Applying the Pythagoras Theorem
    c²=a²+b²
    in a square
    a=b
    c is the diagonal-----> 84 m
    c²=2a²--------> a²=c²/2-----> a²=84²/2-----> a²=3528-----------> a=√3528 m

    the answer part a) is
    √3528 m or 59.40 m



    the area of the pen is a²------> 3528 m²

    the answer Part b) is 
    3528 m²

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