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in this video ill be helping you with the aleks problem type called solving an equation using the odd root property problem type 2 and im told ill be using the odd root property the equation that were given x plus 4 quantity cubed plus 81 equals 0. to solve were going to isolate the x and to start i can subtract the 81 from both sides canceling on the left leaves me the x plus 4 cubed equals a negative 81 and this is where the odd root property comes in because i can take the cubed root of both sides of this equation and the cubed root and the cube will cancel on the left hand side leaving me with the x plus 4 and then on the right hand side i have a cubed root that i would like to simplify if possible and to do so i can rewrite negative 81 as negative 27 times 3 and the reason i chose 27 is because thats a perfect cube and i can bring that outside of the radical so simplifying i have x plus 4 equals the cubed root of negative 27 is negative 3 and then i would still have the cub