St. Andrew’s Mathematics program focuses upon the development of conceptual understanding and procedural fluency. Students are actively engaged in problem solving and reasoning and are encouraged to make connections and communicate their knowledge through multiple representations including technology. A range of formative and summative assessments are utilised to inform teaching and learning.
Mathematical tasks are differentiated to meet the diverse needs of classrooms through the use of open ended and rich tasks including an extension program.
Through learning mathematics at St. Andrew’s, the students will develop a clear understanding of Number, Space, Measurement, Chance & Data and Reasoning & Strategies in order that the knowledge gained may be applied flexibly and creatively in problem solving situations and real life.
- Students should develop accuracy in the computational skills that they need, and with such speed as is consistent with their ability and thought processes.
- Students should be encouraged to plan possible solutions to problems and to gain satisfaction from this planning.
- Everyday experiences of students be used as a basis for meaningful mathematical investigations, hence demonstrating the relevance of the mathematics being learned.
- Students should appreciate and identify appropriate uses of mathematics in a range of problem solving situations.
- Students use mathematical knowledge and skills, in conjunction with other learning, to make decisions and communicate their methods and findings to others.
- Students develop confidence and competence in mental, written and calculator computations and approximations.
- Teachers provide an appropriate learning environment in whcih to cater for individual differences.
- Assessemnts of students’ progress be seen as an on-going and integral part of the learning process.