Looking for a book/notes recommendation for some syllabus of an entrance examination

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I'm preparing for an entrance exam. For the exam, i need to prepare the following topics: almost complex and almost contact structures, Nijendhuis tensor, contravariant and covariant almost analytic vector fields in almost complex manifolds, F-connexion, almost complex and almost contact submanifolds and hypersurfaces

Can someone recommend me a book/lecture notes which covers the mentioned topics?

P.S: I have basic knowledge of smooth manifolds. I don't want to learn these topic very deeply, just for the sake of entrance examination which would have objective questions only.