" ii."|[7,6,x],[2,x,2],[x,3,7]|=0

Solve : [[7,6,x],[2,x,2],[x,3,7]] = 0

Solve the following : [[7,6,x],[2,x,2],[x,3,7]] =0

The three roots of the equation |[x,3,7],[2,x,2],[7,6,x]| =0 are

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

The equations |{:(7,6,x),(2,x,2),(x,3,7):}|=0 has one root x = -9 then others roots …….

If one of the roots of the equation |(7,6,x),(2,x,2),(x,3,7)|=0 is : x = - 9 , then the other two roots are :

If |[x,3, 6],[ 3, 6,x],[6,x,3]|=|[2,x,7],[x,7, 2],[ 7, 2,x]|=|[4, 5,x],[5,x,4],[x,4, 5]|=0, then x is equal to a. 0 b. -9 c. 3 d. none of these

If |[x,3, 6],[ 3, 6,x],[6,x,3]|=|[2,x,7],[x,7, 2],[ 7, 2,x]|=|[4, 5,x],[5,x,4],[x,4, 5]|=0, then x is equal to a. 0 b. -9 c. 3 d. none of these

The three roots of the equation |[x,3,7],[2,x,2],[7,6,x]|= are