Teaching Strategies
Problems Long Division
Area Perimeter and Volume
Ratio Proportion Percentages
Strategic teaching describes an instructional process that focus on student's thinking capabilities and goes well beyond that. Strategic learning is correlated with strategic teaching. A strategic teacher should have an understanding of variables regarding instruction and he is required to be aware of the cognitive requirements of learning like sense of timing and a style of management. He should be a thinker and decision maker while possessing a rich knowledge base and last but not the least he is modeler and mediator of instructions (Montague & Jitendra, 2006; Mccuien, 2011).
Classroom management is another point for strategic teaching, which is considered to be the most important in maintaining an effective teaching environment that the lessons are running smoothly each day. As a teacher, one must encourage and motivate his pupil and it should be of top priorities. It is a key to drive them to reach potential and achieve their future dreams and goals. Motivation is necessary to develop a continuing, improving, interesting and hopefully enjoyable process. Intervention is also an important way for teachers to ensure that all students succeed in today's high stakes testing environment (Archer & Hughes, 2011). Helping students, who are struggling with mathematics to choose appropriate strategy and time for the intervention, are considered in this paper.
Problems Long Division
The methodology of learning long division varies individually some people are better at reading and the arts, whereas some find maths and science easier. When talking about teaching long division few strategies can be utilized to understand long division (Handley, 2010).
Multiplication skills
Before grasping to complete long division questions, one should teach to master their students in multiplication tables, as it is essential for dividing numbers properly (Archer & Hughes, 2011).
Factors
Once a pupil knows his multiplication tables sufficiently, and then comes the concept of factors....
Unfortunately, the traditional textbook-based skills approach focuses on memorizing by rote measurement facts (e.g., equivalent measures such as 12 inches = 1 foot) and measurement procedures (e.g., how to use a ruler)" (1998, p. 15-9). Absent hands-on exercises, though, many young learners will not have an opportunity to construct an understanding of the process of measurement or a concept of measurement unit which can frequently result in mechanical and inappropriate
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