Question

X3-x2-16x+16 корни многочлена

Answer 1

Х2(Х-1)-16(Х-1)=0

(Х2-16)(Х-1)=0

Х2-16=0 или Х-1=0

Х2=16 Х=1

Х=4

Х=-4

Answer 2

Фоточка тебе в помощь

Answer 3

To find the roots of the polynomial $X^3 - X^2 - 16X + 16$, we need to set the polynomial equal to zero and solve for $X$:

$X^3 - X^2 - 16X + 16 = 0$

However, this equation is not easy to solve directly because it's a cubic equation. Cubic equations can have complex roots, and there is no general formula for finding the exact solutions like there is for quadratic equations.

One way to find the roots is by using numerical methods or approximation techniques. For instance, you can use numerical methods like Newton-Raphson, bisection method, or numerical software like MATLAB, Python (using libraries like NumPy or SciPy), or WolframAlpha to approximate the roots.

If you are specifically looking for approximate solutions, I can help you calculate them using a numerical method. Just let me know how many decimal places you'd like the roots to be accurate to, and I'll proceed with the calculations.