Generally, in rewriting P systems (Martin-Vide and Pǎun, 2000) one uses Chomsky rules (Hopcroft and Ullman, 1979), whereas in contextual P systems (Madhu and Krithivasan, 2002) we considered contextual rules (Marcus, 1969), (Pǎun, 1997) for processing string-objects. By combining Chomsky rules and contextual rules, a new class of P systems were introduced in Krishna et al. (2001), the hybrid P systems. In this paper we continue the study of hybrid P systems, and show that systems with two membranes are universal in the case of contextual rules with a regular choice, and systems with four membranes are universal in the case of contextual rules with finite selection.