Algebra-1

Let's correctly analyze the given quadratic equation and identify the solutions:

Given equation: x² - 4x + 4 = 0

Analysis:

A. (x−2)(x−2)=0; x=2:

This factorization(x−2)²=0 correctly represents the equation x²−4x+4=0, where x=2 is a valid solution.

B. (x+2)(x+2)=0; x=−2:

This factorization (x+2)²=0 does not correctly represent x²−4x+4=0. However, x=−2 is not a solution to the original equation because the correct factorization should be (x−2)²=0, not (x+2)²=0.

C. (x + 3)(x + 4)=0;  &n...