_{6 x -2. Clearly, x=2 satisfies the domain of the equation in this case. So, x=2 is a solution. Case II: x 2−x−6≥0. So, x≤−2 or x≥3. In this case, the equation becomes. x 2−x−6=0=x+2. i.e., x 2−2x−8=0 or x=−2,4. Both these values lie in the domain of the equation in this case, so x=−2,4 are the roots. Hence, roots are x=−2,2,4. }

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