Question
Let $\lambda \in \mathbb{R}$ and let the equation E be $|x{|^2} - 2|x| + |\lambda - 3| = 0$. Then the largest element in the set S = {$x+\lambda:x$ is an integer solution of E} is ______
Correct Answer
5
Let $\lambda \in \mathbb{R}$ and let the equation E be $|x{|^2} - 2|x| + |\lambda - 3| = 0$. Then the largest element in the set S = {$x+\lambda:x$ is an integer solution of E} is ______