|(x,3,7),(2,x,2),(7,6,x)|= 0 ಸಮೀಕರಣದ ಬೇರುಗಳು | ತರಗತಿ 12 | ನಿರ್ಣಾಯಕರು | ಗಣಿತ |...

If x=-9 is a root of |(x,3,7),(2,x,2),(7,6,x)|=0 then other two roots are…………………

6x^(2)+7x-10=0

|[3+x,5,2] , [1,7+x,6], [2,5,3+x]|=0

If one root of the equation |(7,6,x^2-13), (2,x^2-13,2), (x^2-13,3,7)|= 0 is x = 2, the sum of all other five roots is

(2x+7)/(x-6)=(3)/(4)

If |[2,x],[7,6]|=0 ,then find x

Solve (x^(2)+3x+2)/(x^(2)-6x-7)=0

If one root of |(7,6,x),(2,x,2),(x,3,7)|=0 is x=-9, find the other roots

the [[x-2,2,5x-7,3,62x-6,4,7]] = 0