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    One Side Of An Equilateral Triangle Is 17. If The Height Is 14.5, Which Of The Following Represents The Perimeter?

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    If you copied this problem out of a book, I recommend you get a new book. If the length of the side of an equilateral triangle is 17, the height is not 14.5. It is (sqrt(3)/2) * (length of side), or about .8660254 times 17, or about 14.722.

    I suppose you could argue that this is also a question involving logic: If the premise is false, any conclusion can be drawn. The height of the given triangle is not 14.5, so any of the answers is right.

    answered 3 months ago   

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      Perimeter of a triangle is equal to some of three sides of triangle. In the case of equilateral triangle it will be 17 multiplied by 3. Therefore, perimeter will be equal to 51.

      answered 4 months ago   

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