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  1. Top | #1

    Nov 2011
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    Prove that a triangle ABC is right-angled if and only if
    sin^2A+sin^2B+sin^2C=2

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    Cos(a-b)=cosc implies a-b=c ora-b=-c
    So a=b+c or b=a+c
    Then a is right angle or b is right angle
    The nthe triangle abc is a right triangle at a or b or c

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