PGCE Mathematics; Made to Measure Essay Example | Topics and Well Written Essays - 2500 words

PGCE Mathematics; Made to Measure - Essay Example However, with time, research and unbiased techniques of teaching, girls perform just as well, if not better, than boys’ performance in the traditionally boy-oriented subjects. My focus in this report is avoiding the findings of the Ofsted report of 2012 of the increase in the number of underachievers with age, considering my current age group of students between 5-8 years. Following the concept of mathematics as a science, there has been a tendency of students avoiding the subject. However, recent trends have suggested an increase in the number of students studying the subject. The reasons behind the growing interest in mathematics are the topic of discussion in this study with a particular interest being in the GCE and A level mathematics. The roles played by the teacher, student, and government influencing the rapid mathematics students’ numbers are subject to observation (Hill, Rowan, & Ball 2005: 379). The participation of students does not automatically translate in the grades in school, but it has been noted that the younger students perform better compared to the elder students. Economic, social, political, environmental, as well as self-oriented variables, determine the popularity of mathematics in the UK, as with other regions of the world (Askew, Brown, Rhodes, Wiliam, & Johnson 1997: 2). The uptake in the students taking mathematics has not had its challenges. Students who take up mathematics as a newfound interest do not necessary mean they excel in the study. Effective teaching of students has to account for the indifference between students, especially in the case of scholarly abilities. Types of students, categorically underachievers, average achievers, and overachievers need different teaching techniques with respect to effective lesson planning (Ofsted 2008: 8). Most practises where the teacher assumes the majority of students in the class determine a teaching strategy. Assuming that an