Warren PalmerComputer Algebraic System (CAS) calculators are currently being trialled in a number of junior secondary New Zealand mathematics classrooms. In this case study, two geometry lessons are described where the teacher has successfully incorporated the technology into his teaching so that a problem that might otherwise have proved to be a stumbling block is surmounted, and insights into the nature of mathematical proof are explored. The observed lessons reflect a problem solving approach advocated by the teacher himself and they appear to be engaging yet challenging for the students. The lessons illustrate, in a positive manner, what can be accomplished once a teacher has attained a solid grasp of the relatively new technology.