Extensions of groups (Ex)

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Are there extensions of groups 1 \to H \to G \to \Z such that G is hyperbolic and H is nontrivial, torsionfree, and finitely generated?

\to H \to G \to \Z$ such that $G$ is hyperbolic and $H$ is nontrivial, torsionfree, and finitely generated? [[Category:Exercises]] [[Category:Exercises without solution]]1 \to H \to G \to \Z such that G is hyperbolic and H is nontrivial, torsionfree, and finitely generated?

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