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    Question Question A cable, 16 meters in length, hangs between two pillars that are both 15 meters high. The ends of the cable are attached to the tops of the pillars. At its lowest point, the cable hangs 7 meters above the ground. How far are the two pillars apart?
    Answer Answer Note that it is a kind of trick question: the pillars stand next to each other. Which means that the cable goes 8 meters straight down and 8 meters straight up. Conclusion: The distance between the pillars is zero meters.

    The two solutions are:212/606=0,34983498...242/303=0,79867986... .

    Answered By: s.ramakrishnan    Date: 4/5/2007

    consider as recangel triangel opp.side 15-7=8 h.s=16, so (16*16)-(8*8)=192 so sqrt of 192=13.85 meter

    Answered By: devaki    Date: 7/6/2007

    Simple tan60=8/x x=8/tan60 x=4.61 distance =2x thus 9.23

    Answered By: Mahesh Soni    Date: 5/19/2008

    answer is1.77

    Answered By: vasavi    Date: 5/30/2008

    The cable is 16m length, its given that ends of cable are attached to tops of pillar. so the distance between the pillars should be the same as the length of the cable..i.e., 16 meters.

    Answered By: Deepa    Date: 8/16/2008

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