`|[x+2,x+6,x-1],[x+6,x-1,x+2],[x-1,x+2,x+6]|=`

for the equation |{:(1,,x,,x^(2)),(x^(2),,1,,x),(x,,x^(2),,6):}|=0

((x-2))/((x+2))+6((x-2)/(x-6))=1,x!=-2,6

If [x-(1//x)] = 2 , then what is the value of [x^6-(1//x^6)] ? यदि [x-(1//x)] = 2 है, तो [x^6-(1//x^6)] का मान क्या है?

Solve (2x-3)/(x-1)+1=(6x-x^(2)-6)/(x-1)

"If" 1/(x - 2) + 2/(x-1) = 6/x then x = ….

If x+1/x=6 then x^2+1/x^2, x^4+1/x^4

Solve (2x-3)/(x-1)+1=(6x-x^2-6)/(x-1)dot

The number of real of the equation (2x -3)/(x-1) +1 =(6x^2 -x-6)/(x-1) is

Solve (2x-3)/(x-1)+1=(6x-x^2-6)/(x-1)dot