To solve -2x(2-4x)-3, we can first multiply the bracket by -2x:
-2x(2-4x)-3
= -2x(2)-(-2x)(4x)
= -4x+8x^2-3
We can then rearrange the numbers:
= 8x^2 -4x -3
Then factorize it by quadratic equation:
[tex] \frac{ (- 4) \sqrt[ \binom{ + }{ - } ]{ { - 4}^{2} - 4(8)( - 3)} }{2(8)} \\ x = 0.911... \: or \:x = 0.411... [/tex]
Therefore x=0.911 or x=0.411.
Hope it helps!
