Understanding the Inequality | x ≥ 42 in Mathematics

x ≥ 42

In mathematics, the expression “x ≥ 42” represents an inequality, specifically, a greater than or equal to inequality

In mathematics, the expression “x ≥ 42” represents an inequality, specifically, a greater than or equal to inequality. This inequality states that the value of “x” is greater than or equal to 42.

To understand this inequality, let’s break it down:

1. “x” is a variable that can represent any real number.
2. The symbol “≥” is read as “greater than or equal to.” It indicates that the value of “x” can be either greater than 42 or equal to 42.
3. “42” is a specific value, which in this case acts as the lower bound or the minimum value that “x” can be.

So, the inequality x ≥ 42 implies that “x” can take on any value that is greater than or equal to 42. If “x” is equal to 42, it satisfies the inequality. If “x” is greater than 42, it also satisfies the inequality.

For example, if “x” is 42, 43, 50, or any value greater than or equal to 42, the inequality x ≥ 42 is true. On the other hand, if “x” is less than 42 (like 41, 40, or any value below 42), it does not satisfy the inequality.

More Answers: