The purpose of this research was to search for a learning hierarchy among skills comprising formal operations and the integrated science processes. Ordering theoretic and probabilistic latent structure methods were used to analyze data on five process skills and six logical thinking skills collected from 700 science students. Both linear and branching hierarchical relationships were identified within and across the two sets of skills. Most of them fit the logical hierarchies which have guided curriculum development and classroom practices in the past. But a few run counter to our present logic and understanding of these skills.

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Students’ perception of 8 criteria (rationale of the problem; interdisciplinary learning; facilitator asked essential questions; learner's skills; assessments; facilitation procedures; team's use of resources [team collaboration], and facilitator within a problem‐based learning context) were assessed for a food biotechnology course that was part of a 3rd year biotechnology program. The mean score for “perceived learner's skills” was the lowest whereas those for “facilitation” and “facilitator” were the highest. Selected qualitative comments from students were also analyzed. This study demonstrated interdisciplinary learning as the students could make meaningful connections across different science disciplines. Further investigation is needed to develop possible strategies to accommodate the challenges in making meaningful connections across science disciplines as well as to develop a defined hybrid method for analysis of students’ responses.

In recent years more emphasis has been placed on conceptual learning and understanding in the sciences. Unfortunately, among advocates of such a position there are those who do not see any role for quantitative problem solving at the secondary/high school level or even the introductory university level. This may be due to the frequent use of typical ‘plug and chug’ problems in problem solving sessions. However, a quantitative problem which requires students to illustrate their conceptual learning and understanding will reveal much to teachers and at the same time provide invaluable feedback. Such a problem was identified and presented to 96 secondary three students (15 years old). On analysing their performance on this quantitative problem, it was evident that these students do have problems related to conceptual learning. In this paper we discuss these conceptual learning problems based on the students’ performance. At the same time, a number of suggestions for appropriate remedial experiences are offered.