which correctly completes the paragraph proof?

To complete the paragraph proof, you need to fill in the missing step or information that logically leads to the conclusion. This can involve applying a mathematical rule, property, or theorem, or it may require some algebraic manipulation or simplification. The goal is to bridge the gap between the given statements and the desired conclusion.

For example, if the paragraph proof is about proving the equality of two expressions, the missing step might be canceling out common factors or expanding a binomial expression. If it's a geometric proof, you might need to use properties of angles, lines, or triangles to derive the desired result.

The specific steps required to complete the paragraph proof will depend on the particular problem at hand and the logical flow of the proof. It's important to carefully analyze the given statements and explore different possibilities to find the missing connection that leads to the conclusion.