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Question: In your own words, describe the various skills tabulated in the CAPS document for mathematics

The Curriculum and Assessment Policy Statement (CAPS) for Mathematics outlines various skills that students should develop over the course of their education. Here are some of them: 1. Problem solving: This involves the ability to grasp and interpret mathematical problems, including word problems, geometric problems and numerical problems. It also relates to the development and application of strategies to solve these problems. 2. Reasoning: Students should learn logical reasoning skills, and develop the ability to make conclusions based on the data or the situation given in a mathematical context. This is crucial for proving mathematical facts or for developing arguments. 3. Communicating: This identifies the ability to explain calculations and procedures clearly. It reinforces the usage of mathematical language and symbols effectively. Furthermore, it also stresses on developing the skills to interpret various forms of mathematical illustration such as diagrams, graphs, tables and expressions. 4. Connecting: It emphasizes the importance of recognizing the connection between different mathematical topics. For instance, understanding the relationship between algebra and geometry, or between numbers and spatial concepts. This enables the application of mathematical knowledge more broadly. 5. Representing: This identifies the capability to represent mathematical concepts in a variety of ways. It can involve transforming mathematical information from one form to another - such as from a word problem into an equation, or from a numerical pattern into a graph. 6. Analyzing and interpretating: This focuses on the ability to process, analyse and interpret data in graphical or numerical format. Students should be able to discern patterns, identify trends, draw valid conclusions and make predictions. 7. Estimating and calculating: Students should be capable of performing accurate calculations and measurements and must develop the ability to estimate results and make reasonable guesses about mathematical measurements and outcomes. These skills are intended to foster a comprehensive and deep understanding of mathematics, emphasizing not just memorization, but critical thinking and application skills.

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