If the roots of lx^2+nx+n = 0 are in ratio p:q then prove that root(p/q)+ root(q/p)+ root (n/l) = 0

preview_player
Показать описание
Here is the detailed solution of a good algebra question “If the roots of lx^2+nx+n = 0 are in ratio p:q then prove that root(p/q) + root(q/p) + root (n/l) = 0”. In this video we are discussing how to approach the concepts of sum of roots and product of roots in easy most way to make students understand the basic concept Quadratic equations for competitive exams like IITJEE, BITSAT, CAT,SNAP,XAT,SSC,Bank PO and other exams.

#quadraticequationsforiitjee
#quadraticequationsadvanced
#quadraticequationsforssc
#quadraticequationsforbankpo
#quadraticequationsforcat
#quadraticequationsforxat
#higeralgebraforssc
#higheralgebraforbankpo
#quadraticequationsforcompetetiveexam
Рекомендации по теме
Комментарии
Автор

This is a wrong question. If it were true it must hold true for x2+4x+4=0 as well

vinayshitole
Автор

Thank you, thank you.Thank you doing, thank good, thank you.Thank you, thank you.Thank you very much bye.Thank you.Thanks you.Thank you.Thank you very, very, very much.She really thank you.Thank you

sagarkumarmalhotra