Question

Solve for z to determine if the equation has one, none, or infinite solutions.

1123(721)-10x (1 point)

The equation has one solution z=-1

The equation has infinite solutions

The equation has no solution

The equation has one solution z = -3

Answer 1

Let's break down the expression you provided to determine if there's a solution for \( z \).

It seems like the expression is not in a standard equation format. The part "1123(721) - 10x" seems to imply a mathematical operation, but it doesn't directly express \( z \).

To assess the possible solutions, we need to clarify the following:

1. What is the complete equation that needs to be solved? Is there an equals sign and an expression on the other side?
2. Define the relationship between \( x \) and \( z \).

If we were to rewrite it in terms of \( z \) assuming there's an equal sign missing (e.g., \( 1123(721) - 10x = z \)), we could analyze it further.

Please provide the complete equation or confirm the context so that I can assist accurately! Without a specific equation, I can't definitively state whether there are one, none, or infinite solutions for \( z \).