Hmusman Hmusman

Hmusman Hmusman

Answered question


Answer & Explanation



Expert2023-05-28Added 656 answers

The given statement is as follows:
Solving a system in three variables, I found that x=3 and y=1. Because z represents a third variable, z cannot equal 3 or 1.
To determine whether the statement makes sense or not, let's analyze it.
The statement implies that a system of equations involving three variables, namely x, y, and z, has been solved. The solution obtained is x=3 and y=1.
The reasoning provided in the statement is that since z represents a third variable, it cannot have the same value as x or y. In this case, x=3 and y=1, so z cannot equal 3 or 1.
This statement makes sense. When solving a system of equations, each variable is typically assigned a specific value that satisfies all the given equations simultaneously. In this case, x=3 and y=1 are the assigned values. The statement correctly points out that z represents a distinct variable and, therefore, cannot have the same values as x or y to maintain its independent nature.
Hence, the statement makes sense in the context of solving a system in three variables.

Do you have a similar question?

Recalculate according to your conditions!

New Questions in Algebra

Ask your question.
Get an expert answer.

Let our experts help you. Answer in as fast as 15 minutes.

Didn't find what you were looking for?