x <= -13, -13
True or false
x => 6, -13.4
True or false
To determine if the given statement is true or false, we need to understand the meaning of the symbols and the inequality signs used. In mathematical notation, the inequality sign "<=" represents "less than or equal to," and ">=" represents "greater than or equal to."
1. x <= -13, -13:
To check if x is less than or equal to -13, we compare the value of x to -13. If x is less than or equal to -13, the statement is true; otherwise, it is false.
2. x >= 6, -13.4:
To check if x is greater than or equal to 6, we compare the value of x to 6. If x is greater than or equal to 6, the statement is true; otherwise, it is false.
Let's evaluate each statement individually:
1. x <= -13, -13:
Since x is given as -13, we compare -13 with -13. Is -13 less than or equal to -13? Yes, it is. Therefore, the statement is true.
2. x >= 6, -13.4:
Since x is given as -13.4, we compare -13.4 with 6. Is -13.4 greater than or equal to 6? No, it is not. Therefore, the statement is false.
In summary:
1. x <= -13, -13 is true.
2. x >= 6, -13.4 is false.