Solution b804cda1-4746-4b7e-8ee1-6095b3f4e993

Points: 1 pt

We might be tempted to say:

``$2.5$ divided by $5$ is FALSE.''

But if we read the notation card more carefully, we'll see it says divides. So we might say:

``$2.5$ divides $5$ is TRUE.''

And justify it using the definition of divisibility, because
\[
5 = 2.5 \cdot 2
\]
and the integer $2$ exists. However, if we read the note of the divisibility definition, we see that $a,b$ must be integers.

Hence, this is an invalid statement.

Final answer:
\text{ERROR}