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新西兰惠灵顿作业代写:开放式的问题
2017-09-01 10:16

新西兰惠灵顿作业代写:开放式的问题
In my practice, I always start with open end questions to give students a chance to think and then I try to develop a structure in their mind through these questions and then moving on to close end questions to scaffold their understanding. Target questioning helped me to clear misconceptions throughout my lessons.Refereeing to all my lessons, I have used mini white boards instantly in each lesson, introduce a topic, show them at least two questions and then check their understanding on the mini white boards, I get instant feedback from every child. They aren't broadcasting that they think they don't understand something, they give me an actual mathematical answer from which I judge the accuracy and target the misconceptions. It is more subtle than directly admitting you can't do something in front of your peers. They allow algebraic answers just as easily as numerical or wordy ones. You know which kids to differentiate for at both ends. For example student E and H along with some other students showed weakness understanding the concept of surface area of prisms, and picked it up their misconceptions through mini white board activity, it was mostly to do with area of a triangle. Therefore, The next lesson I did a revision lesson on same topic so that all misconceptions were cleared, and in lesson 3, both student E and H showed significant strengths. Similarly in lesson 8, student G showed weakness, which I assessed during white board activity and I made sure that student G understands it properly, as I probed targeted questions throughout lesson.
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