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Sagot :
Final answer:
Integers are not always rational numbers, and the relationship between the two is clarified.
Explanation:
False - Not all integers are rational numbers because integers do not include decimal values. Rational numbers are a superset of integers, including fractions and decimal numbers.
For instance, while 2 is an integer, it can also be expressed as the rational number 2/1. On the other hand, √2 is a rational number, not an integer.
This distinction showcases how integers are a subset of rational numbers but not vice versa.
Learn more about Relationship between integers and rational numbers here:
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