Pregunta
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The rational numbers are
,
,
, and
.
Solución
To determine which of the given expressions are rational numbers, let’s analyze each one:
-
- Undefined: Division by zero is not defined in mathematics.
- Not a rational number.
-
- Undefined: This expression is indeterminate and has no defined value.
- Not a rational number.
-
- Repeating Decimal: This represents the number
, which is equal to . - Rational number.
- Repeating Decimal: This represents the number
-
- Simplifies to 0: Any number divided by a non-zero number is 0.
- Rational number.
-
- Irrational Number:
cannot be expressed as a fraction of two integers. - Not a rational number.
- Irrational Number:
-
- Simplifies to -1: This is a simple division resulting in -1.
- Rational number.
-
- Simplifies to 6: Since
, which is an integer. - Rational number.
- Simplifies to 6: Since
Rational Numbers from the List:
Therefore, the rational numbers are:
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Mind Expander
Let’s take a look at which of these numbers are rational:
-
is undefined, so it isn’t rational. -
is also undefined, so it isn’t rational either. -
is a repeating decimal (equivalent to the fraction ), so it is rational. -
, which is a rational number. -
is an irrational number, so it isn’t rational. -
, which is a rational number. -
, which is also a rational number.
So, the rational numbers among your selections are:
Hence, the complete list of rational numbers from the provided options is:

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