Sum of all the solution(s) of the equation `||x-2|-3|=5` is ?

Sum of all the solutions of the equation |x-3|+|x+5|=7x, is :

Find sum of all the solutions of the equation ||x^2-3x|-3|=1

The sum of all possible solution (s) of the equation |x+2|-3|=sgn(1-|((x-2)(x^(2)+10x+24))/((x^(2)+1)(x+4)(x^(2)+4x-12))|)

The product of all the solutions of the equation (x-2)^(2)-3|x-2|+2=0 is

sum of the solutions of the equations x^(2)-5|x|-4=0 is

The sum of all the solution(s) of the equation sin^(-1)2x=cos^(-1)x is 0 (2) 2/(sqrt(5)) (3) 1/(sqrt(5)) (4) (-1)/(sqrt(5))

Sum of all the solutions of the equation 2^(|x|)+3^(|x|)+4^(|x|)=9

Sum of all the solutions of the equation: tan^(2)33x=cos2x-1 which lie in the interval [0.314) is

Number of real solution (s) of the equation |x^(2)+x+1|+|x-2|=5, is

Find the sum of all solutions of the equation |x-(5)/(2)|-(3)/(2)|=|x^(2)-5x+4|