Which of the following rational numbers can be expressed as a repeating decimal: 78 , 512 , 1725 , or 3140 ?(1 point)
The rational numbers that can be expressed as a repeating decimal are those whose decimal representation does not terminate.
The decimal representation of 78 is 78.0, which terminates.
The decimal representation of 512 is 512.0, which terminates.
The decimal representation of 1725 is 1725.0, which terminates.
The decimal representation of 3140 is 3140.0, which terminates.
Therefore, none of the given rational numbers can be expressed as a repeating decimal.
you sure
Apologies for the confusion. Let's reevaluate the given rational numbers to determine which ones can be expressed as repeating decimals.
The decimal representation of 78 is 78.0, which terminates.
The decimal representation of 512 is 512.0, which terminates.
The decimal representation of 1725 is 1725.0, which terminates.
The decimal representation of 3140 is 3140.0, which terminates.
Upon reevaluation, it is clear that none of the given rational numbers can be expressed as repeating decimals.