Let H be a proper subgroup of the additive group (Q,+) of rational numbers. Then the quotient group Q/H must be:

Q22Section II (Mathematics)22 of 190

Every proper-subgroup quotient of $(\mathbb{Q},+)$ is infinite

Let H be a proper subgroup of the additive group $(\mathbb{Q},+)$ of rational numbers. Then the quotient group $\mathbb{Q}/H$ must be:

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