Prove The Theorem That If Limxd H X P And Limxd K X Q And H X K X For All X In A

Prove the theorem that if limx→d h(x) = P and limx→d k(x) = Q and h(x) ≥ k(x) for all x in an open interval containing d, then P ≥ Q by using the formal definition of the limit, showing all work.

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