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If |(a,b-y,c-z)(a-x,b,c-z)(a-x,b-y,c)| = 0,then using properties of determinants.find the value of a/x+b/y+c/z,Where x,y,z ≠ 0.

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If |(a,b-y,c-z)(a-x,b,c-z)(a-x,b-y,c)| =0,then using properties of determinants.find the value of a/x+b/y+c/z,Where x,y,z ≠ 0.

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Taking  x,y,z common from C1,C2,C3 respectively. we get

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