" i) "|[x+2,x+6,x-1],[x+6,x-1,x+2],[x-1,x+2,x+6]|=0

Using the properties of determinants, find the value of x, if: {:|(x+2,x+6,x-1),(x+6,x-1,x+2),(x-1,x+2,x+6)|=0

Solve the following equations.|(x+2,x+6,x-1),(x+6,x-1,x+2),(x-1,x+2,x+6)|=0

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

Solve for x, |{:(4x,6x+2,8x+1),(6x+2,9x+3,12x),(8x+1,12x,16x+2):}| =0

Solve for x, |{:(4x,6x+2,8x+1),(6x+2,9x+3,12x),(8x+1,12x,16x+2):}| =0

Solve for x, |{:(4x,6x+2,8x+1),(6x+2,9x+3,12x),(8x+1,12x,16x+2):}| =0

If f(x) = |(x,x^2,x^3),(1,2x,3x^2),(0,2,6x)| , then f^(1)(x)=

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?