Answer:
2 is a factor
Explanation:
Here, the given equation is
![2x^(2) - 8x -642x^(2) -8x -64](https://img.qammunity.org/2020/formulas/mathematics/middle-school/ytbp15nhbpfq9dcqypae6w2xryw8iww6lx.png)
Check for 2x
Here, the last term has no x terms, so 2x is not a factor of the equation.
Check for (x-4)
Put x -4 =0, or x = 4 in equation
the answer ≠ 0, So, (x-4) is not a factor.
Check for (x+4)
Put x +4 =0, or x = -4 in equation
the answer ≠ 0, So, (x+4) is not a factor.
Check for (x+8)
Put x +8 =0, or x = -8 in equation
the answer ≠ 0, So, (x+8) is not a factor.
Check for (x+2)
Put x +2 =0, or x = -2 in equation
the answer ≠ 0, So, (x+ 2) is not a factor.
Check for (x)
Here, the last term has no x terms, so x is not a factor of the equation.
Check for 2
Here, the every term has even terms, so 2 is a factor of the equation.