On the reform of mathematics curriculum in Senior High School

2019 ◽  
Vol 1 (1) ◽  
pp. 9-13
Author(s):  
Han Qingxin ◽  
Qiu Cheng
2017 ◽  
Vol 10 (5) ◽  
pp. 72
Author(s):  
Asrin Lubis ◽  
Andrea Arifsyah Nasution

Mathematical reasoning in logical context has now received much attention in the mathematics curriculum documents of many countries, including Indonesia. In Indonesia, students start formally learning about logic when they pursue to senior-high school. Before, they previously have many experiences to deal with logic, but the earlier assignments do not label them as logic. Although the students have already experienced much about logic, it does not assure that they have a better understand about it even they purpose to university. Thus, this paper presents several findings of our small-scale study which was conducted to investigate the issues on how higher-education students overcome contextual logic-based problems. Data were collected through pretest, students’ written work, video recording and interview. A fifteen-minute test which consisted of four questions was given to 53 student participants in the third semester who proposed mathematics discrete course. The information towards the main issues was required through the analysis of students’ written work in the pretest and video recording during the students’ interview. The findings indicate that the students’ initial understanding, in general, do not help them much to solve logical problems based on context. In our findings, they apply several strategies, such as random proportions, word descriptions, permutation-combination calculations and deriving conclusion through logical premises.


1961 ◽  
Vol 54 (5) ◽  
pp. 316-320
Author(s):  
H. E. Williams

Should probability and statistics be offered at the secondary-school level? If so, how much emphasis should be given?


Author(s):  
Nitsa Movshovitz-Hadar

In many countries, school mathematics curriculum does not go beyond the 18th century mathematics. Any solution for bridging this gap must consider students’ limited background, as well as teachers’ time constrains. Our ‘bridge’ consists of periodically interweaving Mathematics-News Snapshots (MNSs), i.e., short descriptive presentations of recent mathematical results, throughout the teaching of the ordinary math curriculum during the three years of senior high school. More than 20 MNSs are already available (see https://MNS.co.il). Our two-part workshop is aimed at sharing our solution. This will include a discussion of its underlying principles, a reverse engineering analysis of sample MNSs vis-à-vie the MNS authoring guidelines, an overview of three teacher preparation models, and results of our implementation follow-up studies. Finally, in the spirit of the conference, we’ll invite attendees to adopt our solution, and possibly also to participate in developing more MNSs, thus turning our dream of bridging the gap into reality.


1922 ◽  
Vol 15 (3) ◽  
pp. 152-156
Author(s):  
Noah Bryan Rosenberger

Various articles which have appeared in The Mathematics Teacher during the past year relative to the present-day status of mathematics in our secondary schools and in the first part of college work show that the mathematics curriculum is in a state of transition. These articles point out that in secondary mathematics the aim is to make the subject contribute as much as possible “to a better appreciation of civilization and a better understanding of life about us.” Another and more striking modification is the new principle stated in the Report on College Entrance. It says that the preparation in mathematics should be the kind that will be the best basis for work in all the main departments in college rather than that the preparation should show merely the mastery of certain standard parts of abstract mathematics. The Report of the National Committee on Mathematical Requirements is especially interesting in that it recommends as electives in senior high school mathematics simple courses in elementary calculus and in the history of mathematics. This is in harmony with the trend in the status of mathematics as I found it apparently to be from a year's graduate study which involved an investigation also along this line. I shall put some of the results of my investigation in the form of conclusions in the hope that they may be of interest to the reader and may aid those in doubt to decide in favor of these new departures in the mathematics curriculum.


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