Q51 | If a/(q-r)=b/(r-p)=c/(p-q) then find the value of pa+qb+rc | Algebra | Gravity Coaching Centre

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If ` a/(q -r) = b/(r-p) = c/(p-q)`, then prove that ` a + b + c = 0 =pa+ qb + rc`. If ` a/(q -r) = b/(r-p) = c/(p-q)`, then prove that ` a + b + c = 0 =pa+ qb + rc`.
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If `p+q+r=0` and `|(pa,qb,rc),(qc,ra,pb),(rb,pc,qa)| = lambda |(a,b,c),(c,a,b),(b,c,a)|` then ... If `p+q+r=0` and `|(pa,qb,rc),(qc,ra,pb),(rb,pc,qa)| = lambda |(a,b,c),(c,a,b),(b,c,a)|` then ...
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