Question

in 2-3 sentences explain why this answer is correct like a twelve-year-old

An inequality using any of the inequality symbols has an infinite number of solutions. An inequality using all but one of the inequality symbols also has an infinite number of nonsolutions. Which inequality symbol produces an inequality with a finite number of nonsolutions?

Note: you will find the option to add inequality symbols in the Comparison (<)
keyboard.

≠

Answer 1

[AI-generated answer — Bot GPT 3.5]

This answer is correct because the ≠ symbol means "not equal to." This means that the inequality being compared does not have an infinite number of nonsolutions, but instead has a specific set of values that are not equal to each other. So, the ≠ symbol produces an inequality with a finite number of nonsolutions.