Read the following statements/scenarios and write down which teaching strategy will be the most effective in each case. 2.1 Learners need to develop a strong base of declarative knowledge to synthesis their knowledge into an appropriate model and recognise common solution strategies. 2.2 It is two weeks before the election and you want the learners, who are 18 and will vote for the first time, to understand exactly how a polling station functions. 2.3 As a Mathematics teacher, your main focus is to listen to the learners' mathematical thinking and use it as a basis for instruction. 2.4 The class is divided into small groups and must prepare and present a topic that is unfamiliar to them. The teacher will provide support. 2.5 The teacher states a problem and ALL the learners in the class participate. They must find a solution.
Case 2.1 - visualization of information
Case 2.2 - implementation technique
Case 2.3 - Inquiry-Based Instruction
Case 2.4 - Differentiation
Case 2.5 - Student-Led Classrooms
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