Question

16. Support the following conjecture with
4 examples or disprove it with a
counterexample. SEE EXAMPLE 5

The quotient of two rational numbers is
rational number.

Answer 1

$2$ and $0$ are two rational numbers but the quotient of $\frac{2}{0}$ is not a rational number.

The quotient of two rational numbers is always a rational number except when the denominator is $0$.

As any number divided by $0$ becomes undefined, which is not a rational number.

For example: $2$ and $0$ are two rational numbers but the quotient of $\frac{2}{0}$ is not a rational number.

Learn more about rational numbers here:

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