Question

Решите систему:

Answer 1

$\left \{ {{|x-1|+|y-5|=1} \atop {y=5+|x-1|}} \right. \\\ |x-1|=y-5 \\\ y-5+|y-5|=1 \\\ \left \{ {{y-5+y-5=1, y \geq 5} \atop {{y-5+5-y=1, y< 5}} \right. \\\ \left \{ {{2y=11, y \geq 5} \atop {{0 \neq 1, y< 5}} \right. \\\ y=5,5 \\\ y=5+|x-1| \\\ 5.5=5+|x-1| \\\ |x-1|=0.5 \\\ \left \{ {{x-1=0.5} \atop {x-1=-0.5}} \right. \\\ x_1=1.5 \\\ x_2=0.5$
Ответ: (1,5; 5,5); (0,5; 5,5)

Answer 2

Решение Вашего задания во вложении

Answer 3

Solving the System of Equations

To solve the system of equations, we will use the given equations and find the values of the variables that satisfy both equations.

The system of equations is not explicitly mentioned in the user's query. However, based on the search results provided, we can assume that the system of equations is as follows:

Equation 1: 2x - y = 7 Equation