Math Problem Statement

以下の各問に答えよ。 (1) x - 11z + 11w を因数分解せよ。 (2) x, y を 0 でない整数とする。 (3) x, z, w を 0 でない整数とする。

Solution

This appears to be a math problem written in Japanese. It seems to involve solving a system of equations, possibly with multiple variables. Let me break down the content based on the visible equations and the instructions.

  1. The problem asks you to solve equations using methods like factorization and possibly substitution or elimination.
  2. The equations visible are:
    • x+y=1x + y = 1
    • xy=1x - y = 1
    • 2z3w=12z - 3w = 1
    • x2z+3w=1x - 2z + 3w = 1

It looks like you need to solve this system of equations with respect to the variables x,y,z,wx, y, z, w. If you want, I can help guide you through the steps of solving it.

Would you like to proceed with solving this system? If so, do you need further clarification on any part of the problem?

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Math Problem Analysis

Mathematical Concepts

Linear Equations
Systems of Equations
Factorization
Algebra

Formulas

x + y = 1
x - y = 1
2z - 3w = 1
x - 2z + 3w = 1

Theorems

System of Linear Equations
Factorization

Suitable Grade Level

Grades 8-10