Дано
$$left(z – 4right)^{2} + left(x + 2right)^{2} + left(y + 3right)^{2} = frac{200}{43}$$
2 2 2 2178
(x – 4) + (y – 4) + (z – 5) = —-
43
$$left(z – 5right)^{2} + left(x – 4right)^{2} + left(y – 4right)^{2} = frac{2178}{43}$$
2 2 2 15
(x + 1) + (y + 1) + (z – 4) = —
43
$$left(z – 4right)^{2} + left(x + 1right)^{2} + left(y + 1right)^{2} = frac{15}{43}$$
Ответ
$$x_{1} = – frac{26}{43}$$
=
$$- frac{26}{43}$$
=
=
$$- frac{26}{43}$$
=
-0.604651162790698
$$z_{1} = frac{182}{43}$$
=
$$frac{182}{43}$$
=
4.23255813953488
$$y_{1} = – frac{59}{43}$$
=
$$- frac{59}{43}$$
=
-1.37209302325581