`(x+4)(x^2-4x+16)-x(x^2-2)=4`
`<=>x^3 +64-x^3+2x=4`
`<=>64+2x=4`
`<=>2x=4-64`
`<=>2x=-60`
`<=>x=-60:2`
`<=>x=-30`
Vậy `S={-30}`
`(x+4)(x^2-4x+16)-x(x^2-2)=4`
`<=>x^3+64-x^3+2x=4`
`<=>2x=-60`
`<=>x=-30`
vậy `S={-30}`
(x + 4) (x2 - 4x + 16) - x (x2 - 2) = 4
<=> x3 + 64 - x3 + 2x = 4
<=> 64 + 2x = 4
<=> 2x = 4 - 64
<=> 2x = - 60
<=> x = - 60 : 2
<=> x = - 30
vậy S = [ - 30 ]