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Let a,b,c epsilonR and alpha, beta,are the real roots of the equation ax^(2)+bx+c=0 and in a+b+clt0,a-b+clt0 andcgt0 then [alpha]+[beta] is equal to (where[.]denotes the greatest integer function). |
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Answer» 0 `b/a=c/b=d/c=x""b^(2)=ac""2 LOG 6=LOGA+logc` `|(33,14,loga),(65,27,lobg),(97,40,logc)|to` apply `R_(1)toR_(1)+R_(3)-2R_(2)` `=0` |
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