The RCEM approach is a structured method used in education for planning lessons or instructional units. It provides a clear framework to ensure that teaching is effective and meets specific learning objectives. The acronym RCEM generally represents distinct phases of the planning and delivery process.
The typical stages involved in the RCEM approach are:
The stage referred to as the 'Process Stage' in the context of the RCEM approach corresponds to the 'Execution' phase. This is the core part of the lesson where the teacher actively engages with the students, delivers instruction, facilitates activities, and manages the learning environment.
While 'Execution' is a direct representation, the 'Process Stage' is also widely known or referred to as the Communication Strategy. This highlights the interactive and communicative nature of teaching during this phase. Effective communication is essential for transferring knowledge, providing feedback, and ensuring student understanding. Therefore, the successful implementation of the lesson plan relies heavily on the teacher's communication strategy during the process stage.
| List - I | List - II |
| (i) Demonstration method | (a) Attitude of discovering |
| (ii) Heuristic method | (b) Visual presentation of the action and activities related to facts |
| (iii) Project method | (c) Provides opportunity to analyze and solve |
| (iv) Problem solving method | (d) Problematic act carried to completion in its natural setting |
The most common way of proving in Geometry is:
Read the following question and its solution:
If \(\frac{a}{b} = \frac{c}{d}\) then to prove
d(a - 2ab) = b(c - 2ad)
Solution: ∴ \(\frac{a}{b} = \frac{c}{d}\)
∴ \(\frac{a}{b}\) - 2a = \(\frac{c}{d}\) - 2a
∴ d(a - 2ab) = b(c - 2ad)
The method used above for solving the problem is called: